n1 x n1	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 + 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 no_ascii_62 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 )
n0 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 )
which is greater 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 )
n0 / n1 / n2	divide ( n0 , n1 )
n0 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x n1 = ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n1 x 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 x n1 = ?	multiply ( n0 , n1 )
find n0 / n1 * n2	divide ( n0 , n1 )
convert n0 miles into inches ?	add ( const_2 , const_3 ) | multiply ( #0 , const_2 ) | multiply ( #1 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , #2 )
the largest number of six digits	square_area ( const_pi )
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 )
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 )
n0 divided by n1 gives :	divide ( n0 , n1 )
express n0 mps in kmph ?	divide ( n0 , const_1000 ) | multiply ( #0 , const_3600 )
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 ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
n0 - ? = n1 - n2	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
( n0 ) - ? = n1	add ( const_1 , const_4 ) | power ( #0 , const_4 ) | multiply ( n0 , #1 )
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 is the factorial of n0 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
. n0 / ? = . n1	divide ( n0 , const_1000 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 )
n0 no_ascii_77 n1 no_ascii_77 n2 = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
sum of n0 odd numbers is ?	divide ( n0 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
n0 no_ascii_77 n1 no_ascii_77 n2 = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
sum of n0 odd numbers is ?	divide ( n0 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( #0 , #1 )
n0 + n1 + n2 = ?	add ( n0 , n1 ) | add ( n2 , #0 )
n0 - n1 - n2 = ?	divide ( n0 , const_100 ) | divide ( const_1 , const_3 ) | multiply ( n1 , #0 ) | multiply ( #1 , #2 ) | subtract ( #2 , #3 )
n0 is what percent of n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
n0 / n1 is equal to :	divide ( n0 , n1 )
n0 : n1 : : n2 : ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
- n0 * n1 + n2 = ?	negate ( n0 ) | multiply ( n1 , #0 ) | add ( n2 , #1 )
how many odd factors does n0 have ?	add ( const_2 , const_4 ) | add ( #0 , const_1 ) | add ( #1 , const_1 )
n0 : n1 : : n2 : ?	divide ( n0 , n1 ) | multiply ( n2 , #0 )
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 )
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 n1 / n2 % of n3 ?	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( n3 , #1 ) | divide ( #2 , const_100 )
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 )
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 )
n0 x ? = n1 % of n2	divide ( n1 , const_100 ) | multiply ( n2 , #0 ) | divide ( #1 , n0 )
no_ascii_67 n2 percent of n2 no_ascii_67 n2 =	sqrt ( n0 ) | multiply ( #0 , #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 )
what is the unit digit in n0 ?	multiply ( const_2 , const_pi ) | divide ( n0 , #0 ) | circle_area ( #1 )
n1 log n1 ( n2 ) = ?	log ( const_10 ) | multiply ( n0 , n0 ) | log ( #1 ) | divide ( #2 , #0 )
the triplicate ratio of n0 : n1 is ?	power ( const_2.0 , n1 ) | power ( const_3.0 , n1 ) | divide ( #0 , #1 )
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 )
n0 ^ n3 no_ascii_73 n3 ^ n3 = ?	power ( n0 , n1 ) | power ( n0 , n3 ) | divide ( #0 , #1 )
simplify : n1 x n1 - n3 x n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
find the number of different prime factors of n0	add ( const_2 , const_2 )
find the number of different prime factors of n0	add ( const_2 , const_2 )
simplify : n1 x n1 - n3 x n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
find the number of different prime factors of n0	add ( const_2 , const_2 )
n1 x n1 + n3 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
n0 - ( n1 / n2 ) = ?	divide ( n1 , n2 ) | subtract ( n0 , #0 )
the average of first six multiples of n0 is	add ( n0 , const_1 )
what is n0 percent of rs . 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 )
find the area , diameter = n0 m .	divide ( n0 , const_2 ) | circle_area ( #0 )
simplify : n3 * n3 + n3 * n3	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | add ( #0 , #1 )
the average of first five multiples of n0 is	add ( n0 , const_1 )
evaluate : n2 x n1 + n2 x n3	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
n0 can be expressed in terms of percentage as	multiply ( n0 , const_100 )
n0 + n1 + n2 - ? = n3	add ( n0 , n1 ) | add ( n2 , #0 ) | subtract ( #1 , n3 )
find a sum for first n0 prime numbers ?	add ( const_2 , const_3 ) | add ( #0 , const_2 ) | add ( #1 , const_4 ) | add ( n0 , #2 ) | add ( #2 , const_2 ) | add ( #4 , const_4 ) | add ( #5 , #4 ) | add ( #6 , #2 ) | add ( #7 , #1 ) | add ( #8 , #0 ) | add ( #9 , const_3 ) | add ( #10 , const_2 ) | add ( #3 , #11 )
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 )
n1 x n1 + n3 x n3 = ?	power ( n1 , n2 ) | multiply ( n0 , #0 )
how many different positive integers are factors of n0 ?	power ( const_2 , const_2 ) | add ( #0 , const_2 )
n0 + x = n1 , then x is ?	subtract ( n1 , n0 )
find the value of n0 x n1 = y ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
evaluate n0 % of n1 + n2 % of n3	divide ( n1 , n0 ) | divide ( n0 , #0 )
how many distinct prime numbers are factors of n0 ?	add ( const_2 , const_3 )
from below option n0 is divisible by which one ?	sqrt ( n0 )
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 )
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 )
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 first n0 multiples of n1 .	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 last digit of n0 ^ n1 ?	power ( const_10 , n0 ) | divide ( #0 , n1 ) | floor ( #1 ) | multiply ( n1 , #2 )
how many prime numbers exist between n0 and n1 ?	subtract ( n1 , n0 ) | divide ( #0 , const_4 ) | subtract ( #1 , const_1 )
what is the characteristic of the logarithm of n0 ?	log ( n0 ) | log ( const_10 ) | divide ( #0 , #1 ) | floor ( #2 )
solve below question n0 x + n1 = - n2	add ( n1 , n2 ) | negate ( #0 ) | divide ( #1 , n0 )
how many terminating zeroes r does n0 ! have ?	add ( const_1 , const_4 ) | divide ( n0 , #0 ) | multiply ( #0 , #0 ) | divide ( n0 , #2 ) | add ( #1 , #3 )
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 )
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 , const_2.0 ) | 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 )
evaluate : n0 - n1 * n2 * n3 = ?	multiply ( n1 , n2 ) | multiply ( n3 , #0 ) | subtract ( n0 , #1 )
n0 , n1 , n2 , n3 , . . .	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
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 )
what is the sum of natural numbers between n0 and n1	add ( n1 , const_1 )
find the missing figures : ? % of n0 = n1	divide ( n0 , const_100 ) | divide ( n1 , #0 )
the largest n0 digit number exactly divisible by n1 is ?	square_area ( const_pi )
n0 , n1 , x , - n2 , - n3	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
what is the largest power of n0 contained in n1 !	power ( const_10 , n0 ) | divide ( #0 , n1 ) | floor ( #1 ) | multiply ( n1 , #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 )
find the value of m n0 x n1 = m ?	subtract ( n1 , const_4 ) | multiply ( #0 , n0 )
the largest n0 digit number exactly divisible by n1 is ?	square_area ( const_pi )
what percent is n0 paisa ' s of n1 rupees ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 )
one - third of n0 is what percent of n1 ?	divide ( n0 , const_3 ) | divide ( #0 , n1 ) | multiply ( #1 , const_100 )
the largest n0 digit number exactly divisible by n1 is ?	square_area ( const_pi )
how many odd prime numbers are there less than n0 ?	subtract ( n0 , const_100 ) | add ( #0 , const_4 )
n2 no_ascii_23 no_ascii_42 n2 no_ascii_23 no_ascii_42 n2 = n3 ^ ?	power ( n0 , const_2 ) | power ( n2 , const_2 ) | subtract ( #0 , n0 ) | subtract ( #1 , n2 ) | add ( #2 , #3 )
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 )
the average of first three 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 )
the average of first five prime numbers greater than n0 is ?	add ( n0 , const_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 )
what is the least integer greater than no_ascii_77 n0 + n1 ?	negate ( n0 ) | add ( n1 , #0 )
find the value of ( n0 n1 / n3 ) no_ascii_62 n3	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
how many factors of n0 are odd numbers greater than n1 ?	multiply ( const_10 , const_2 ) | divide ( 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 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 )
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 )
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 multiples of n0 are there between n1 and n2 ?	subtract ( n2 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_1 )
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 )
if n0 ( n1 ^ x ) = n2 then x =	divide ( n2 , n0 ) | log ( n1 ) | log ( #0 ) | divide ( #2 , #1 )
how many of the integers between n0 and n1 are even ?	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
half a number plus n0 is n1 . what is the number ?	subtract ( n1 , n0 ) | multiply ( #0 , const_2 )
how many of the positive factors of n0 are not factors of n1	divide ( n1 , n0 )
how many three - digit numbers are divisible by n0 in all ?	multiply ( n0 , const_100 ) | add ( #0 , const_100 )
the value of x + x ( xx ) when x = n0	multiply ( n0 , n0 ) | multiply ( n0 , #0 ) | add ( n0 , #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 )
what is the remainder if 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 )
what is the greatest prime factor of n0 ^ n1 - n2 ?	divide ( n1 , const_2 ) | divide ( n0 , #0 ) | floor ( #1 )
find the value of ( n0 + n1 / n3 ) no_ascii_62 n3	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , const_100 )
find the value of ( n0 + n1 / n3 ) no_ascii_62 n3	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
a rectangle with width n0 and diagonal n1 . find the area ?	power ( n1 , const_2 ) | power ( n0 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | rectangle_area ( n0 , #3 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
if n0 a = n1 b = n2 , then n3 ab =	divide ( n2 , n0 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( n3 , #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 )
how many integers are between n0 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 )
what is the greatest prime factor of n0 ^ n1 - n2 ?	divide ( n1 , const_2 ) | divide ( n0 , #0 ) | floor ( #1 )
a number increased by n0 % gives n1 . the number is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #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 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
convert the n0 / n1 m / s into kilometers per hour ?	divide ( n0 , n1 ) | multiply ( #0 , const_3_6 )
a number increased by n0 % gives n1 . the number is ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( n1 , #1 )
calculate the largest n0 digit number which is exactly divisible by n1 ?	add ( const_100 , const_2 ) | multiply ( n1 , #0 )
n0 + n1 * n2 / ( n3 / n4 ) = ?	divide ( n3 , n4 ) | multiply ( n1 , n2 ) | divide ( #1 , #0 ) | add ( n0 , #2 )
the volume of a cube is n0 cc . find its surface .	cube_edge_by_volume ( n0 ) | surface_cube ( #0 )
what is the remainder when n0 ^ n1 is divided by n2 ?	divide ( n2 , const_2 ) | multiply ( n0 , n0 ) | subtract ( #0 , #1 )
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 )
what is the next number : n0 , n1 , n2 , __	multiply ( n2 , const_10 ) | subtract ( #0 , const_100 ) | subtract ( #1 , n0 ) | subtract ( #2 , n0 )
let the number which when multiplied by n0 is increased by n1 .	subtract ( n0 , const_1 ) | divide ( n1 , #0 )
what number has a n0 : n1 ratio to the number n2 ?	multiply ( n0 , n2 )
what is the greatest of n0 consecutive integers whose sum is n1 ?	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | add ( #1 , const_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 )
how many n3 / n1 s are there in n2 n3 / n4 ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #2 , #1 )
average between two sets of numbers is closer to the set with morenumbers ?	multiply ( const_2 , const_4 ) | multiply ( #0 , const_10 )
find the remainder of the division ( n0 ^ n1 ) / n2 .	power ( n0 , n1 ) | reminder ( #0 , n2 )
what will be the remainder when n0 ^ n1 is divided by n2 ?	power ( n0 , n0 )
the average of first six prime numbers which are between n0 and n1 is	add ( n0 , const_1 )
how many n3 / n1 s are there in n2 n3 / n4 ?	divide ( n0 , n4 ) | divide ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #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 )
how many internal diagonals does a pentagon ( five sided polygon ) have ?	multiply ( const_2 , const_4 ) | divide ( #0 , const_2 ) | subtract ( #0 , const_3 ) | multiply ( #1 , #2 )
find the product of the place value and face value of n0 in n1	multiply ( n0 , const_1000 ) | multiply ( n0 , #0 )
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 )
how many prime numbers are between n0 / n1 and n2 / n3 ?	floor ( const_2 )
how many prime numbers are between n0 / n1 and n2 / n3 ?	floor ( const_2 )
what is the thousandths digit in the decimal equivalent of n0 / n1 ?	divide ( n0 , n1 ) | multiply ( #0 , const_100 ) | floor ( #1 )
what is the area of square field whose side of length n0 m ?	square_area ( n0 )
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 smallest number in gp whose sum is n0 and product is n1	divide ( n0 , const_1000 ) | divide ( #0 , const_3 ) | divide ( #1 , const_3 ) | divide ( #2 , const_3 ) | multiply ( #3 , #3 )
find the remainder of the division ( n0 ^ n1 ) / n2 .	power ( 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 product of the local value and absolute value of n0 in n1	multiply ( n0 , const_1000 ) | multiply ( n0 , #0 )
what is the probability of drawing a queen from a deck of n0 cards ?	add ( const_3 , const_3 ) | choose ( #0 , const_3 ) | divide ( const_2 , #1 )
find the greatest common factor ( gfc ) of n0 , n1 and n2 .	gcd ( n0 , n1 ) | gcd ( n2 , #0 )
by how much is n0 % of n1 greater than n2 % of n3 .	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 )
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 sum of the integers from - n0 to n1 , inclusive ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 )
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 )
the simple form of the ratio n2 / n1 : n2 / n3 is ?	divide ( n2 , n3 )
if n0 : x : : n1 : n2 , then x is equal to	multiply ( n0 , n2 ) | divide ( #0 , 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 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , ___	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
by how much is n0 % of n1 greater than n2 % of n3 .	divide ( n0 , const_100 ) | divide ( n2 , const_100 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 )
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 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 )
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 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
find the number which is nearest to n0 and is exactly divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 ) | add ( n0 , #1 )
the total surface area of a solid hemisphere of diameter n0 cm , is :	divide ( n0 , const_2 ) | multiply ( const_3 , const_pi ) | power ( #0 , const_2 ) | multiply ( #1 , #2 )
if n0 : x : : n1 : n2 , then x is equal to	multiply ( n0 , n2 ) | divide ( #0 , 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 )
find the value of ( n3 c n1 ) * ( n3 c n3 )	divide ( n1 , n2 ) | add ( n0 , #0 ) | multiply ( #1 , n2 )
what will be the area of a semi - circle of n0 metres diameter ?	divide ( n0 , const_2 ) | circle_area ( #0 ) | divide ( #1 , const_2 )
the area of a triangle is with base n0 m and height n1 m ?	triangle_area ( n0 , n1 )
what is x if x + n0 y = n1 and y = n2 ?	multiply ( n0 , n2 ) | subtract ( n1 , #0 )
what is the average of xx , n1 x n1 x , and n2 ?	add ( n0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n0 ) | multiply ( n1 , #3 )
find the number which is nearest to n0 and is exactly divisible by n1 .	reminder ( n0 , n1 ) | subtract ( n1 , #0 ) | add ( n0 , #1 )
the area of a triangle is with base n0 m and height n1 m ?	triangle_area ( n0 , n1 )
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 )
what is the remainder when n0 ! is divided by n1 ^ n2 ? ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
determine the value of ( n3 / n2 * n2 / n3 ) * n4	multiply ( n0 , n1 ) | subtract ( n4 , n3 ) | add ( n3 , #0 ) | subtract ( #2 , #1 ) | add ( #3 , const_1 ) | divide ( #4 , n2 )
find the area of a parallelogram with base n0 cm and height n1 cm ?	multiply ( n0 , n1 )
the sum of all the integers s such that - n0 < s < n1 is	negate ( n0 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #1 , #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 )
if n0 : n1 : : x : n2 , then find the value of x	multiply ( const_3.0 , n1 ) | add ( n1 , #0 ) | divide ( #1 , n2 )
if n = n0 ^ n1 and n ^ b = n2 , b must equal	log ( n2 ) | power ( n0 , n1 ) | log ( #1 ) | divide ( #0 , #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 )
simplify : n5 x n5 + n6 x n6 - n4 x n5 x n6 .	add ( n0 , n0 )
if p / q = n0 / n1 , then n2 p + q = ?	multiply ( n0 , n2 ) | add ( n1 , #0 )
how many odd numbers between n0 and n1 , n2 are the squares of integers ?	add ( n0 , const_4 )
a n0 % stock yields n1 % . the market value of the stock is :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
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 )
a n0 % stock yields n1 % . the market value of the stock is :	divide ( const_100 , n1 ) | multiply ( n0 , #0 )
the sum q of prime numbers that are greater than n0 but less than n1 is	add ( n0 , const_1 ) | subtract ( n1 , const_3 ) | add ( #0 , #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 )
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 )
if c and t are positive integers , ct + c + t can not be	multiply ( const_2 , const_3 )
the difference between the place values of n0 and n1 in the prime number n2 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
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 n5 : 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 )
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 litres of pure acid are there in n0 litres of a n1 % solution	divide ( n1 , const_100 ) | multiply ( n0 , #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 )
n3 m - n1 = n2 m , then m + n3 is equal to ?	subtract ( n0 , n2 ) | divide ( n1 , #0 ) | add ( n0 , #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 )
compute all real solutions to n0 x + n1 x + n2 - n3 = n4	subtract ( n1 , n2 ) | subtract ( #0 , n2 ) | divide ( #0 , #1 )
find the simple interest on $ n0 at n1 % per annum for n2 months ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
if n0 : x : : n1 : n2 , then x is equal to :	multiply ( n0 , n2 ) | divide ( #0 , 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 )
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 sum of all the odd 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 )
if n0 - n1 / x = n3 - n3 / x , then x =	add ( n3 , n1 ) | subtract ( n0 , n2 ) | divide ( #0 , #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 )
the diagonals of a rhombus are n0 cm and n1 cm . find its area ?	rhombus_area ( n0 , n1 )
the sum of four consecutive even integers is n0 . the greatest of them is :	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 number is divided by n0 , it reduced by n1 . the number is	multiply ( n0 , n1 ) | subtract ( n0 , const_1 ) | divide ( #0 , #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 )
find the smallest number of n0 digits exactly divisible by n1 , n2 and n3 .	power ( const_100 , const_2 ) | multiply ( #0 , const_10 )
find the simple interest on $ n0 at n1 % per annum for n2 months ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
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 g such that - n0 < g < n1 is	negate ( n0 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | add ( #1 , #2 )
find the average of all the number 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 two dice are thrown together , the probability of getting prime number on both dice is	multiply ( const_6 , const_6 ) | divide ( const_6 , #0 )
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 )
. a car covers a distance of n0 km in n1 hours . find its speed ?	divide ( n0 , n1 )
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 )
the difference between the place value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_10 ) | subtract ( #0 , n0 )
( n0 ) ( n1 ) / ( n2 ) ( n3 ) ( n4 ) =	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n4 , #1 ) | divide ( #0 , #2 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
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 )
if two dice are thrown together , the probability of getting a doublet on the dice is	multiply ( const_6 , const_6 ) | divide ( const_6 , #0 )
two unbiased coins are tossed . what is the probability of getting at most one head ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
what is the remainder when n0 * n1 * n2 * n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
what is the area of a square field whose sides have a length of n0 meters ?	square_area ( n0 ) | divide ( #0 , 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 )
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 perimeter and area of the rectangle of length n0 cm and breadth n1 cm .	square_area ( n0 )
what least number must besubtracted from n0 so that remaining no . is divisible by n1 ?	multiply ( n0 , const_100 ) | multiply ( const_100 , const_100 ) | multiply ( #0 , const_10 ) | multiply ( #1 , const_100 ) | multiply ( #2 , const_2 ) | multiply ( #3 , const_100 ) | subtract ( #4 , n0 ) | subtract ( #6 , #0 ) | subtract ( #7 , #5 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
how many positive integer solutions does the equation n0 x + n1 y = n2 have ?	divide ( n1 , n0 )
if n4 ^ x = n1 , then n4 ^ ( n3 x + n4 ) =	log ( const_2 ) | log ( const_3 ) | divide ( #0 , #1 ) | multiply ( n3 , #2 ) | add ( n0 , #3 ) | power ( n0 , #4 )
two spheres of their radios in the ratio n0 : n1 . find its volumes ratio ?	volume_sphere ( n0 ) | volume_sphere ( n1 ) | divide ( #0 , #1 )
n0 / [ ( n3 / n2 ) + ( n3 / n4 ) ] = ?	divide ( n0 , n2 ) | divide ( n0 , n4 ) | add ( #0 , #1 ) | inverse ( #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 )
given that n0 x n4 = n2 , find the value of n3 x . n4 .	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | multiply ( #0 , #1 )
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 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 )
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 diameter of a circle is n0 / no_ascii_35 . find the circumference of the circle .	divide ( n0 , const_pi ) | circumface ( #0 )
what is the angle between the n0 hands of the clock at n1 : n2 pm ?	multiply ( const_2 , const_3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n0 )
what is the units digit of ( n0 ^ n1 ) ( n2 ^ n3 ) ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
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 least number must be added to n0 to obtain a number exactly divisible by n1 ?	multiply ( const_10 , const_4 ) | add ( #0 , const_2 ) | multiply ( n1 , #1 ) | subtract ( #2 , n0 )
the sum of three consecutive numbers is n0 . the greatest among these three number is :	add ( n0 , const_1 ) | divide ( #0 , const_2 )
what least number should be subtracted from n0 such that the remainder is divisible by n1 ?	reminder ( n0 , n1 )
find the simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
the smallest value of n , for which n0 n is not a prime number , is	add ( n0 , n0 )
the decimal n0 is how many times greater than the decimal ( n1 ) ^ n2 ?	power ( n1 , n2 ) | divide ( n0 , #0 )
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 simple interest on rs . n0 for n1 months at n2 paisa per month ?	divide ( n1 , const_100 ) | multiply ( n0 , #0 )
what is the remainder when n0 ^ n3 - n2 ^ n3 is divided by n4 ?	multiply ( n0 , n1 ) | reminder ( #0 , n2 )
the l . c . m of n0 , n1 , n2 , n3 and n4 is	divide ( n0 , const_2 ) | divide ( n3 , const_3 ) | multiply ( const_2 , const_2 ) | multiply ( const_3 , const_3 ) | divide ( #1 , const_3 ) | multiply ( #3 , const_3 ) | divide ( #4 , const_3 ) | multiply ( #2 , #5 ) | multiply ( #6 , #7 ) | multiply ( #0 , #8 )
the difference between the place value and the face value of n0 in the numeral n1 is	multiply ( n0 , const_10 ) | subtract ( #0 , 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 )
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 value should be replaced by * in n0 * so the number become divisible by n1	subtract ( n1 , n1 ) | subtract ( n1 , #0 )
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 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 )
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 )
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 )
a bag marked at $ n0 is sold for $ n1 . the rate of discount is ?	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
a train moves with a speed of n0 kmph . its speed in metres per second is :	multiply ( n0 , const_0_2778 )
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 )
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 units digit of n3 ^ ( n2 ) * n2 ^ ( n3 ) ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
find the greatest number which leaves the same remainder when it divides n0 , n1 and n2 .	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
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 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 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 )
how many integers from n0 to n1 inclusive have a remainder of n2 when divided by n3 ?	divide ( const_100.0 , const_10 )
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 ^ n5 * n2 ^ n3 * n4 ^ n5 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , n0 )
what is the units digit of n2 ^ ( n1 ) * n2 ^ ( n3 ) ?	add ( const_3 , const_4 ) | add ( #0 , const_2 )
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 )
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 )
three unbiased coins are tossed . what is the probability of getting n0 heads and n1 tail ?	power ( const_2 , const_3 ) | divide ( const_1 , #0 ) | negate_prob ( #1 )
n0 dice are thrown simultaneously on the board . find the probability which show the same face ?	add ( const_3 , const_3 ) | divide ( const_3 , #0 ) | multiply ( #1 , #1 )
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 )
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 four - 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 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 smallest value of n , for which n0 n + n1 is not a prime number is	add ( n0 , n0 )
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 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 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 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 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 )
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 )
nitin ranks n0 th in a class of n1 students . what is rank from the last ?	subtract ( n1 , n0 )
find the sum n0 / n1 + n2 / n3 + n4 / n5 in decimal form ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( n4 , n5 ) | add ( #0 , #1 ) | add ( #3 , #2 )
what is the value of ( n0 * n1 * n2 + n3 ) / n4 ^ n5	negate ( n1 ) | power ( n0 , #0 )
find the greatest number which leaves the same remainder when it divides n0 , n1 and n2 .	subtract ( n1 , n0 ) | divide ( #0 , const_2 )
calculate the ratio between x and y if n0 % of x equal to n1 % of y ?	divide ( n0 , n1 )
solve the equation for x : n0 x - n1 + n2 x = n3 + n4 - x	add ( n1 , n3 ) | add ( n0 , n0 ) | divide ( #0 , #1 )
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 , n1 x is a perfect cube ?	add ( const_3 , const_4 )
what is the smallest positive integer x such that n0 x is the cube of a positive integer ?	add ( const_3 , const_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 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 | x - n0 | = n1 what is the sum of all the values of x .	add ( n0 , n1 ) | subtract ( n1 , n0 ) | subtract ( #0 , #1 )
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 )
how many n0 digit positive integers with distinct digits are there , which are not multiples of n1 ?	multiply ( n0 , n0 ) | subtract ( #0 , const_1 ) | multiply ( #0 , #1 ) | multiply ( #2 , #1 )
how many n0 digit positive integers t 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 - n2 and - n3 are negative integers , then - n2 * - n3 + n4 is	negate ( n0 ) | negate ( n1 ) | multiply ( #0 , #1 ) | add ( n4 , #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 )
calculate the ratio between x and y if n0 % of x equal to n1 % of y ?	divide ( n0 , n1 )
what is the ratio between perimeters of two squares one having n0 times the diagonal then the other ?	divide ( n0 , n0 ) | divide ( n0 , #0 )
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 )
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 is the perimeter of a rectangular field whose diagonal is n0 m and length is n1 m ?	power ( n0 , const_2 ) | power ( n1 , const_2 ) | subtract ( #0 , #1 ) | sqrt ( #2 ) | add ( n1 , #3 ) | add ( #4 , #4 ) | divide ( #5 , n1 )
the total surface area of a cuboid length n0 m , breadth n1 m and height n2 m .	surface_rectangular_prism ( n0 , n1 , n2 )
the radius of a cone is n0 m , height n1 m . find the curved surface area ?	volume_cone ( n0 , n1 )
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 )
what is the smallest positive integer x such that n0 x is the cube of a positive integer ?	add ( const_3 , const_4 )
a light flashes every n0 seconds , how many times will it flash in ? of an hour ?	divide ( const_3600 , 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 )
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 )
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 least possible value of x ^ n0 - n1 where x is a positive number .	subtract ( const_1 , const_1 ) | subtract ( #0 , 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 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , ( . . . )	negate ( n3 ) | subtract ( n1 , n2 ) | subtract ( n0 , n1 ) | divide ( #1 , #2 ) | multiply ( #3 , #1 ) | subtract ( #0 , #4 )
ajay can walk n0 km in n1 hour . in how many hours he can walk n2 km ?	divide ( n2 , n0 )
what least number should be added to n0 , so that the sum is completely divisible by n1 ?	reminder ( n0 , n1 ) | subtract ( n1 , #0 )
at n0 : n1 , the hour hand and the minute hand of a clock form an angle of	divide ( n1 , const_60 ) | multiply ( n0 , const_60 ) | add ( n0 , #0 ) | multiply ( #1 , const_2 ) | divide ( #3 , n0 ) | multiply ( #0 , #3 ) | divide ( #4 , const_4 ) | multiply ( #2 , #6 ) | subtract ( #5 , #7 )
the sum of the squares of three consecutive natural number is n0 . what is the middle number ?	subtract ( n0 , const_1 ) | multiply ( #0 , const_4 ) | add ( #1 , const_1 ) | sqrt ( #2 ) | subtract ( #3 , const_1 ) | divide ( #4 , 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 )
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 )
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 ratio of n0 / n3 to the product n4 * ( n3 / n4 ) ?	divide ( n0 , const_60 )
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 )
what is the average ( arithmetic mean ) of n0 , n1 , n2 , n3 , n4 ?	add ( n0 , n1 ) | add ( const_1 , const_4 ) | multiply ( const_10 , const_100 ) | add ( n2 , #0 ) | multiply ( #2 , const_4 ) | add ( n3 , #3 ) | add ( n4 , #5 ) | divide ( #6 , #1 ) | subtract ( #7 , #4 )
what is the range of all the roots of | x ^ n0 - n1 | = x ?	sqrt ( n1 )
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 )
subtracting n0 from a number , the remainder is one fourth of the number . find the number ?	divide ( const_1 , const_4 ) | subtract ( const_1 , #0 ) | divide ( n0 , #1 )
if the a radio is sold for rs n0 and sold for rs n1 . find loss % .	subtract ( n0 , n1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
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 )
find compound interest on rs . n0 at n1 % per year 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 )
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 )
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 ! / 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 )
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 )
what is the maximum number of pieces that a circular pizza can be cut into with n0 linear cuts ?	multiply ( n0 , const_3 )
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 )
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 )
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 )
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 )
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 )
an inspector rejects n0 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
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 )
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 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 )
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 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 )
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 )
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 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 )
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 )
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 )
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 is the angle between the minute and the hour hand of the clock which shows n0 : n1 ?	multiply ( const_2 , const_3 ) | multiply ( n1 , #0 ) | subtract ( #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 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 )
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 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 )
an inspector rejects n1 % of the meters as defective . how many will he examine to reject n1 ?	multiply ( n1 , const_100 ) | divide ( #0 , n0 )
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 n0 ! / n1 ^ x is an integer , what is the greatest possible value of x ?	divide ( n0 , n1 ) | divide ( n1 , #0 ) | add ( #0 , #1 )
surface area of two spheres are in the ratio n0 : n1 what is the ratio of their volumes ?	divide ( n0 , n1 ) | sqrt ( #0 ) | power ( #1 , const_3 )
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 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 side of a square has the length of n0 . what is the area of the region shaded ?	multiply ( const_4 , const_4 ) | multiply ( n0 , const_pi ) | multiply ( #0 , const_3 ) | subtract ( #2 , #1 )
if | n1 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 the largest number of n0 digits which is divisible by n1 , n2 , n3 and n4 ?	lcm ( n1 , n2 ) | multiply ( const_100 , const_100 ) | lcm ( n3 , #0 ) | subtract ( #1 , const_1 ) | lcm ( n4 , #2 ) | reminder ( #3 , #4 ) | subtract ( #3 , #5 )
how many odd n0 - digit integers greater than n1 are there such that all their digits are different ?	add ( const_2 , const_3 ) | add ( n0 , #0 ) | multiply ( #0 , const_1 ) | multiply ( #1 , const_4 ) | multiply ( #1 , #2 ) | add ( #3 , #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 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 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 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 )
how many of the positive factors of n0 , n1 and how many common factors are there in numbers ?	divide ( n1 , n0 )
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 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 )
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 x and y are integers , what is the least positive number of n0 x + n1 y ?	subtract ( n0 , n1 )
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 )
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 )
the average of n0 consecutive odd numbers is n1 . what is the sum of the first n2 numbers ?	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 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 n such that n0 ^ n is a factor of n1 ^ n2 ?	subtract ( n1 , n2 ) | multiply ( n2 , #0 )
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 )
what is the sum of all n0 digit integers formed using the digits n1 and n2 ( repetition is allowed )	add ( const_10 , const_100 ) | add ( n0 , n2 ) | power ( const_3 , const_2 ) | add ( #0 , const_1 ) | add ( #1 , const_4 ) | multiply ( #3 , #4 ) | multiply ( #5 , #2 )
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 )
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 )
there are n0 bees in the hive , then n1 more fly . how many bees are there in all ?	add ( n0 , n1 )
the diameters of two spheres are in the ratio n0 : n1 what is the ratio of their surface area ?	divide ( n0 , const_4 )
what is the remainder when the number w = n0 ^ n1 * n2 ^ n3 is divided by n4 ?	divide ( n4 , n4 )
if ( t - n0 ) is a factor of t ^ n1 - kt - n2 , then k =	add ( n1 , const_10 )
the sector of a circle has radius of n0 cm and its perimeter n1 cm . find its central angel ?	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 product of all the possible values of x if x ^ n0 + n1 x + n2 ?	divide ( n2 , const_1 )
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 )
what is n6 n9 / n2 - n8 n6 / n5 divided by n6 / n9 - n8 / n9 ?	add ( n3 , const_10 ) | multiply ( const_10 , n0 ) | add ( n0 , #1 ) | divide ( #0 , n5 ) | divide ( #2 , n2 ) | subtract ( #4 , #3 )
n0 people can do work in n1 days how much people they required to complete the work in n2 days ?	multiply ( n0 , n1 ) | divide ( #0 , n2 )
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 )
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 )
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 least value must be given to * so that the number n0 * n1 is exactly divisible by n2 ?	log ( n0 )
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 )
if the price of a certain computer increased n0 percent from a dollars to n1 dollars , then n2 a =	add ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( n1 , #1 ) | multiply ( n2 , #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 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 )
if the perimeter of a rectangular house is n0 m , its length when its breadth is n1 m is ?	divide ( n0 , const_2 ) | subtract ( #0 , n1 )
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 )
( n3 + n3 + n3 no_ascii_16 n3 ) / ( n7 + n7 + n7 no_ascii_16 n7 ) = ?	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 volume and surface area of a cuboid n0 m long , n1 m broad and n2 m high .	multiply ( n0 , n1 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | multiply ( #4 , const_2 )
what is the measure of the angle x made by the diagonals of the any adjacent sides of a cube .	divide ( const_180 , const_3 )
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 )
on dividing n0 by a number , the quotient is n1 and the remainder is n2 . find the divisor ?	divide ( n0 , n1 ) | floor ( #0 )
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 xy = n0 , x / y = n1 , for positive numbers x and y , y = ?	divide ( n0 , n1 ) | sqrt ( #0 )
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 )
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 an object travels at n0 feet per second , how many feet does it travel in forty five minutes ?	multiply ( const_3 , const_60 ) | multiply ( #0 , const_60 )
find the value of x from the below equation ? : x ^ n0 + n1 x + n2 = n3	multiply ( n2 , const_4 ) | power ( n1 , const_2 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | subtract ( n1 , #3 ) | divide ( #4 , const_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 )
n6 no_ascii_16 [ n6 + n6 no_ascii_16 { n6 + n6 no_ascii_16 ( n6 no_ascii_16 n6 ) } ] = ?	divide ( n0 , n0 ) | add ( n0 , #0 ) | divide ( n0 , #1 ) | add ( n0 , #2 ) | divide ( n0 , #3 )
the radius of a circular wheel is n0 m , how many revolutions will it make in traveling n1 km ?	add ( n1 , const_10 ) | multiply ( const_2 , const_pi ) | multiply ( n0 , #1 ) | multiply ( #2 , const_1000 ) | divide ( #3 , #0 )
the average of n0 numbers is n1 . if each number is multiplied by n2 , find the new average ?	multiply ( n1 , n2 )
the lengths of the diagonals of a rhombus are n0 and n1 meters . find the perimeter of the rhombus ?	divide ( n0 , const_2 ) | power ( #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 boxes do we need if we have to carry n0 apples into boxes that each hold n1 apples ?	divide ( n0 , n1 )
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 )
the radius of a cone is n0 m , slant height is n1 m . find the curved surface area ?	volume_cone ( 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 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 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 sides of a triangle are n0 cm , n1 cm and n2 cm , what is its area ?	multiply ( n1 , n2 ) | divide ( #0 , const_2 )
if you write down all the numbers from n2 to n1 , then how many times do you write n2 ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
an athlete takes n0 seconds to run n1 m . what is his avg . speed in miles per hour ?	divide ( n1 , const_1000 ) | divide ( n0 , const_3600 ) | multiply ( #0 , const_0_6 ) | divide ( #2 , #1 )
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 )
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 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 n0 % of a number is n1 less than n2 % of that number , then the number is ?	subtract ( n2 , n0 ) | divide ( #0 , const_100 ) | divide ( n1 , #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 )
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 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 )
two - third of a positive number and n0 / n1 of its reciprocal are equal . find the positive number .	multiply ( n0 , const_3 ) | multiply ( n1 , const_2 ) | divide ( #0 , #1 ) | sqrt ( #2 )
if soundharya rows n0 km upstream and n1 km down steam taking n2 hours each , then the speed of the stream	multiply ( n2 , const_2 ) | subtract ( n1 , n0 ) | divide ( #1 , #0 )
what quantity of water should be added to reduce n0 liters 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 )
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 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 )
n0 pupil , out of them n1 in debate only and n2 in singing only . then how many in both ?	add ( n1 , n2 ) | subtract ( n0 , #0 )
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 minute hand of a clock is n0 cm . what is the area covered by this in n1 minutes	add ( const_3 , const_4 ) | multiply ( const_10 , 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 )
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 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 )
what is the units digit of ( n3 ! * n3 ! + n2 ! * n3 ! ) / n4 ?	factorial ( n0 ) | factorial ( n1 ) | factorial ( n3 ) | multiply ( #0 , #1 ) | multiply ( #0 , #2 ) | add ( #3 , #4 ) | divide ( #5 , 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 )
how many n0 digit number formed by using n1 , n2 , n3 once such that number is divisible by n4 .	divide ( n2 , n0 ) | divide ( #0 , n0 ) | add ( #1 , const_3 )
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 )
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 )
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 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 )
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 )
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 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 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 )
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 )
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 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 each side of an equilateral triangle having an area of n0 no_ascii_21 no_ascii_69 no_ascii_3 n1 cm n2 is ?	divide ( const_1 , n2 ) | sqrt ( n1 ) | multiply ( n0 , #1 ) | multiply ( #0 , #0 ) | multiply ( #3 , #1 ) | divide ( #2 , #4 ) | sqrt ( #5 )
what is the smallest number which , when increased by n0 , is divisible by n1 , n2 , and n3 ?	lcm ( n2 , n3 ) | subtract ( #0 , 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 )
if log n1 x + log n1 n4 / n3 = n4 / n5 , then the value of x is :	divide ( n2 , n5 ) | power ( n0 , #0 ) | multiply ( n3 , #1 )
if a n1 - b n1 = n2 and a * b = n5 , find a n5 + b n5 .	power ( n3 , n0 ) | power ( n2 , n0 ) | multiply ( #0 , n0 ) | add ( #2 , #1 )
if the sides of a cube are in the ratio n0 : n1 . what is the ratio of their diagonals ?	divide ( n0 , n1 )
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 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 )
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 )
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 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 quantity of water should be added to reduce n2 liters 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 )
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 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 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 pintu is coded as n0 in a certain code language , how would you code mumbo in the same language ?	add ( const_3 , const_3 ) | divide ( n0 , #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 )
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 first , second and third terms of the proportion are n0 , n1 , n2 . find the fourth term .	multiply ( n1 , n2 ) | divide ( #0 , 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 n2 hours , how long would it take n3 to produce n4 units ?	divide ( n1 , n2 ) | divide ( #0 , n0 ) | multiply ( n1 , #1 ) | divide ( n4 , #2 )
find the compound interest on rs . n0 at n1 % rate of interest for n2 year , 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 n2 cats kill n2 mice in n2 days , then n4 cats would kill n4 mice in how many days ?	multiply ( n0 , n3 ) | multiply ( n0 , #0 ) | divide ( #1 , #0 )
if n2 spiders make n2 webs in n2 days , then n4 spider will make n4 web in how many days ?	multiply ( n0 , n3 )
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 )
find the expenditure on digging a well n2 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 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 )
a no . when divided by n0 gives a remainder n1 , what remainder will beobtained by dividing the same number n2 ?	add ( n0 , n1 ) | divide ( #0 , n2 )
find the compound ratio of ( n0 : n1 ) , ( n2 : n4 ) and ( n4 : n5 ) is	divide ( n0 , n5 ) | divide ( n2 , n1 ) | multiply ( #0 , #1 ) | multiply ( #0 , #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 )
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 second of two numbers is two less than n0 times the first . find the numbers if there sum is n1 .	add ( n1 , const_2 ) | add ( n0 , const_1 ) | divide ( #0 , #1 ) | multiply ( n0 , #2 ) | subtract ( #3 , const_2 ) | subtract ( #2 , #4 )
if n2 ^ n2 no_ascii_62 n2 ^ x = ( n3 ) ^ n4 , then what is the value of x ?	multiply ( n1 , const_2 ) | subtract ( #0 , n3 ) | divide ( #1 , const_3 )
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 )
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 x / y = n0 / n1 , then ( x + y ) / ( x - y ) = ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
if x / n3 + n1 / x = n2 / n3 , what are the values of n4 x - n5 ?	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 )
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 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 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 )
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 least number which when divided by n0 , n1 and n2 leaves the remainders n3 , n4 and n5 respectively .	lcm ( n0 , n1 ) | add ( n2 , #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 )
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 will be the compound interest on rs . n0 a no_ascii_53 er 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 )
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 )
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 )
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 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 )
each child has n0 crayons and n1 apples . if there are n2 children , how many crayons are there in total ?	multiply ( n0 , 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 )
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 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 )
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 )
if n is a positive integer such that n ! / ( n - n0 ) ! = n1 , find n .	divide ( const_1 , const_4 ) | add ( n1 , #0 ) | sqrt ( #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 )
how long does a train n1 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 )
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 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 )
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 )
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 / n1 , then ( x + y ) / ( x - y ) = ?	add ( n0 , n1 ) | subtract ( n0 , n1 ) | divide ( #0 , #1 )
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 )
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 )
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 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 )
if n3 < x < n1 and n2 < y < n3 , then the product xy can not be equal to :	add ( n3 , 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 )
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 )
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 )
how many positive integers q between n0 and n1 ( both inclusive ) are not divisible by n2 , n3 or n4 ?	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 ( #7 , const_1 ) | add ( n2 , #0 ) | subtract ( #1 , #2 ) | subtract ( #3 , #4 ) | subtract ( #5 , #6 ) | add ( #10 , const_1 ) | add ( #11 , const_1 ) | add ( #12 , const_1 ) | subtract ( #8 , #13 ) | subtract ( #14 , #9 ) | subtract ( #15 , #0 ) | add ( #17 , const_1 ) | floor ( #19 ) | subtract ( #16 , #20 ) | subtract ( #21 , #18 )
n0 = n8 , n2 = n3 , n4 = n5 , n6 = n10 , 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 )
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 )
each child has n0 pencils and n1 skittles . if there are n2 children , how many pencils are there in total ?	multiply ( n0 , n2 )
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 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 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 )
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 )
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 volumes of two cubes are in the ratio n0 : n1 , what shall be the ratio of their surface areas ?	add ( const_1 , const_4 ) | divide ( n0 , const_3 ) | divide ( #1 , const_3 ) | divide ( n1 , #0 ) | divide ( n1 , #3 ) | surface_cube ( #2 ) | surface_cube ( #4 ) | divide ( #5 , #6 )
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 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 )
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 many integers from n0 to n1 exist such that each is divisible by n3 and also has n3 as a digit ?	divide ( n1 , const_10 )
in what time will a train n0 metres long cross an electic pole , if its speed be n1 km / hr ?	multiply ( n1 , const_0_2778 ) | divide ( n0 , #0 )
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 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 , const_2 ) | multiply ( n2 , const_4 ) | power ( #0 , n1 ) | subtract ( #2 , #1 )
a corporation double its annual bonus to n0 of its employees . what percent of the employees no_ascii_32 new bonus is the increase ?	subtract ( const_2 , const_1 ) | divide ( #0 , const_2 ) | multiply ( n0 , #1 )
a n0 digit number divisible by n1 becomes divisible by n2 when n3 is added to it . the largest such number is :	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( const_100 , const_2 ) | multiply ( #0 , #1 ) | multiply ( #3 , const_2 ) | subtract ( #3 , #2 ) | add ( #4 , #5 )
if x ^ n4 + y ^ n4 = n2 and xy = n3 , then ( x no_ascii_73 y ) ^ n4 =	power ( n3 , 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 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 )
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 )
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 )
given that n0 = x , n1 = y and xz = y n2 , then the value of z is close to :	subtract ( n1 , const_100 ) | subtract ( n0 , const_100 ) | multiply ( #0 , const_2 ) | divide ( #2 , #1 )
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 , const_2 ) | add ( n2 , #2 ) | subtract ( #3 , #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 )
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 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 )
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 long does a truck of 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 )
sum of two numbers is n0 . their difference is n1 / n2 of their sum . their l . c . m is	divide ( n1 , const_2 ) | subtract ( n0 , #0 ) | divide ( #1 , const_2 ) | subtract ( n0 , #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 )
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 )
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 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 )
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 )
solve the equation for x : n2 ( x + y ) + n1 = n2 ( - x + y ) + n3	add ( n1 , n3 ) | add ( n0 , n0 ) | divide ( #0 , #1 )
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 )
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 a * b = n0 a - n5 b + ab , then n5 * n4 + n4 * n5 is equal to	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | add ( #0 , #1 )
if a square mirror has a n0 - inch diagonal , what is the approximate perimeter t of the mirror , in inches ?	add ( const_1 , const_1 ) | inverse ( const_2 ) | power ( #0 , #1 ) | divide ( n0 , #2 ) | square_perimeter ( #3 )
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 )
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 )
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 )
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 )
n0 = n1 , n7 = n6 , n4 = n5 , n6 = n7 , n8 = n10 , then n10 = ?	add ( const_2 , const_4 ) | multiply ( #0 , #0 ) | multiply ( #1 , const_10 ) | subtract ( n5 , #2 ) | subtract ( #3 , n0 ) | divide ( #4 , const_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 )
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 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 )
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 n0 + n1 = n2 ; n3 + n4 = n5 ; n9 + n7 = n8 then n9 + n10 = ?	power ( n9 , n3 ) | power ( n10 , n0 ) | add ( #0 , #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 )
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 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 the probability that a two digit number selected at random is 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 )
which greatest possible length can be used to measure exactly n0 meter n5 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 lcm and hcf of two numbers are n0 and n1 respectively . if one of them is n2 , find the other ?	multiply ( n0 , n1 ) | divide ( #0 , 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 )
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 train running at a speed of n0 kmph 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 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 ratio of the curved surfaces of two cylinders of same heights if their radii are in the ratio n0 : n1 ?	divide ( n0 , n1 )
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 )
the population of a town increased from n0 to n1 in a decade . the average percent increase of population per year is :	subtract ( n1 , n0 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 ) | divide ( #2 , const_10 )
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 smallest number when increased by ` ` n0 ` ` is exactly divisible by n1 , n2 , n3 , n4 is :	lcm ( n3 , n4 ) | subtract ( #0 , 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 )
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 )
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 n divided by n3 has a remainder of n2 , what is the remainder when n2 times n is divided by n3 ?	multiply ( n1 , n2 )
if y > n0 , ( n4 y ) / n2 + ( n3 y ) / n4 is what percent of y ?	divide ( n1 , n2 ) | divide ( n3 , n4 ) | add ( #0 , #1 ) | multiply ( #2 , const_100 )
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 )
if n0 + n3 = n2 ; n3 + n6 = n5 ; n6 + n9 = n8 then n9 + n10 = ?	power ( n9 , n3 ) | power ( n10 , n0 ) | add ( #0 , #1 )
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 )
if x and y are integers such that x ^ n0 = y and xy = n1 , then x no_ascii_77 y = ?	divide ( const_1 , const_3 ) | power ( n1 , #0 ) | power ( #1 , const_2 ) | subtract ( #2 , #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 )
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 )
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 )
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 a positive number and n0 / n2 the square root of x is equal to n2 x , then x =	multiply ( n1 , const_3 ) | power ( n1 , #0 )
if two - third of a bucket is filled in n0 minute then the time taken to fill the bucket completely will be .	divide ( n0 , const_2 ) | multiply ( #0 , const_3 )
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 )
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 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 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 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 )
how many words , with or without meaning , can be formed using all letters of the word good using each letter exactly once ?	factorial ( const_3 )
from a pack of n0 cards , n1 card is drawn at random . what is the probability that a red king is drawn ?	multiply ( const_3 , const_4 ) | divide ( #0 , 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 )
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 )
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 corporation n0 times its annual bonus to n1 of its employees . what percent of the employees no_ascii_32 new bonus is the increase ?	subtract ( n0 , const_1 ) | divide ( #0 , n0 ) | multiply ( #1 , const_100 )
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 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 )
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 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 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 number , when n0 is subtracted from it , reduces to its n1 percent . what is n2 - fifth of that number ?	add ( const_1 , const_4 ) | divide ( n2 , #0 ) | multiply ( n0 , #0 ) | multiply ( #1 , #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 )
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 )
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 )
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 how many positive integers less than n0 are there such thatthe sum of the digits of the no . is divisible by n1 ?	divide ( n0 , n1 ) | floor ( #0 ) | add ( #1 , const_1 )
the sum of the even numbers between n0 and k is n1 * n2 , where k is an odd number , then k =	multiply ( n1 , const_2 ) | add ( #0 , n0 )
difference between the length & breadth of a rectangle is n0 m . if its perimeter is n1 m , then its area is ?	multiply ( n0 , const_4 ) | multiply ( n0 , const_3 ) | multiply ( #0 , #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 )
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 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 )
when n0 is divided by positive integer x , the remainder is n1 . what is the remainder when n2 is divided by x ?	subtract ( n2 , const_100.0 ) | subtract ( n0 , #0 )
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 )
suppose n2 monkeys take n1 minutes to eat n2 bananas . how many monkeys would it take to eat n4 bananas in n4 minutes ?	divide ( n3 , n1 ) | divide ( n3 , #0 )
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 )
n0 , n1 , n2 , n3 , n4 , n5 , n6 , n7 , n8 , n9 , ( . . . )	multiply ( const_3.0 , 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 < x < n1 < y < n2 , then what is the greatest possible positive integer difference of x and y ?	subtract ( n2 , n0 ) | subtract ( #0 , const_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 )
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 )
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 )
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 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 )
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 )
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 )
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 )
one side of a rectangular field is n0 m and one of its diagonals 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 )
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 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 < x < n1 and y = x + n2 , what is the greatest possible integer value of x + y ?	add ( n2 , const_10 ) | add ( #0 , const_10 )
x + n0 | no_ascii_77 | n1 - x | = | n2 + x | how many s 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 )
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 )
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 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 )
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 )
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 )
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 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 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 )
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 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 )
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 sum of ages of n0 children born n1 years different each is n2 yrs . 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 a * b = n0 a - n5 b + ab , then n5 * n4 + n4 * n5 is equal to :	multiply ( n0 , n1 ) | multiply ( n1 , n3 ) | add ( #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 )
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 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 post in n1 seconds . what is the length of the train ?	multiply ( n0 , const_1000 ) | divide ( #0 , const_3600 ) | multiply ( n1 , #1 )
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 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 % 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 )
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 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 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 )
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 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 )
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 )
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 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 )
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 )
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 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 n2 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 )
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 )
what is the length of the diagonal of a square whose area is n0 times of another square with diagonal as n1 v n2 cm ?	sqrt ( n2 ) | multiply ( #0 , const_10 )
the height of a cylinder is n0 cm and the diameter of its base is n1 cm . the total surface area of the cylinder is	divide ( n1 , const_2 ) | surface_cylinder ( #0 , n0 )
if ( n0 ) ( x ^ n1 ) has n2 different prime factors , at most how many different prime factors does x have ?	multiply ( n2 , const_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 )
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 )
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 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 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 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 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 no_ascii_62 n2 ^ ( - n3 ) = ( n4 ) ^ x , then what is the value of x ?	multiply ( n1 , const_2 ) | subtract ( #0 , n3 ) | divide ( #1 , const_3 )
difference between a two - digit number and the number obtained by interchanging the two digits is n0 , what is the difference between two numbers	subtract ( const_10 , const_1 ) | divide ( 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 approximately	divide ( n0 , const_pi ) | sqrt ( #0 ) | multiply ( #1 , const_100 ) | circumface ( #2 ) | multiply ( #3 , n1 )
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 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 man walking at n0 / n1 th of the speed , reaches his office late by n2 hours . what is the usual time ?	divide ( n0 , n1 ) | multiply ( n2 , #0 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | subtract ( #1 , #2 ) | divide ( #3 , #4 )
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 )
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 )
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 )
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 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 sum of the first n0 positive even integers is n1 . what is the sum q 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 )
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 difference between the largest number and the least number written with the figures n4 , n1 , n2 , n3 , n4 ?	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 average of n0 consecutive even numbers a , b , c , d and e is n1 . what percent of e is d ?	multiply ( const_2 , const_2 ) | multiply ( const_2 , const_3 ) | multiply ( const_2 , const_4 ) | add ( #0 , const_2 ) | add ( #3 , #1 ) | add ( #4 , #2 ) | divide ( #5 , n0 ) | subtract ( n1 , #6 ) | add ( #7 , const_2 ) | add ( #8 , const_2 ) | add ( #9 , const_2 ) | add ( #10 , const_2 ) | divide ( #10 , #11 ) | multiply ( #12 , const_100 )
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 product of two numbers is n0 and the sum of these two numbers is n1 . what is the smaller 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 )
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 )
calculate the area of a triangle , if the sides of are n0 cm , n1 cm and n2 cm , what is its area ?	divide ( n1 , const_2 ) | multiply ( n2 , #0 )
if w / x = n0 / n1 and w / y = n2 / n3 , then ( x + y ) / y =	divide ( n2 , n0 ) | divide ( n3 , n1 ) | divide ( #0 , #1 ) | add ( #2 , const_1 )
in a zoo , the ratio of the number of cheetahs to the number n0 then what is the increase in the number of pandas ?	multiply ( n0 , n0 ) | subtract ( #0 , const_4 )
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 )
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 )
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 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 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 )
if x and y are both odd prime numbers and x < y , how many distinct positive integer e factors does n0 xy have ?	add ( const_1 , const_1 ) | multiply ( n0 , #0 ) | multiply ( #0 , #1 )
a number is mistakenly divided by n1 instead of being multiplied by n1 . find the percentage change in the result due t this mistake .	multiply ( n0 , n0 ) | divide ( const_100 , #0 ) | subtract ( #0 , const_1 ) | multiply ( #1 , #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 )
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 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 )
calculate the area of a triangle , if the sides of are n0 cm , n1 cm and n2 cm , what is its area ?	divide ( n1 , const_2 ) | multiply ( n2 , #0 )
the average of n0 consecutive odd numbers a , b , c , d and e is n1 . what percent of a is d ?	multiply ( n0 , n1 ) | divide ( #0 , n0 ) | add ( #1 , const_2 ) | add ( #2 , const_2 ) | add ( #3 , const_2 ) | divide ( #1 , #4 ) | multiply ( #5 , const_100 )
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 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 )
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 )
the present population of a town is n0 , n1 . the population increases annually at n2 % . find the population after n3 years .	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | add ( n0 , #1 )
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 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 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 )
today is thursday . i came home from a trip n0 days before the day after last monday . how many days have i been home ?	add ( n0 , const_1 ) | add ( #0 , const_2 )
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 )
if x + | x | + y = n0 and x + | y | - y = n1 what is x + y = ?	multiply ( n1 , const_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 )
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 )
there are n0 prizes to be distributed among n1 students . if no students gets more than one prize , then this can be done in ?	multiply ( n0 , n1 ) | subtract ( n1 , const_1 ) | multiply ( n1 , #1 ) | add ( #0 , #2 )
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 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 )
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 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 )
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 )
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 )
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 )
s is a positive integer and multiple of n0 ; p = n1 ^ s , what is the remainder when p is divided by n2 ?	power ( n1 , n0 ) | reminder ( #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 )
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 n2 girls can do n2 times of a particular work in n2 days , then , n4 girls can do n4 times of that work in	divide ( n0 , n0 ) | multiply ( n0 , #0 )
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 )
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 )
in school there are some bicycles and n0 wheeler wagons . one tuesday there are n1 wheels in the campus . how many bicycles are there ?	multiply ( n0 , const_2 ) | add ( #0 , const_2 ) | divide ( n1 , #1 ) | multiply ( #2 , 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 )
n1 men can cut n1 trees in n3 hours . if n3 men leave the job , how many trees will be cut in n4 hours ?	divide ( n0 , n2 ) | subtract ( n0 , n2 ) | divide ( #0 , n0 ) | multiply ( #2 , #1 ) | multiply ( n4 , #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 )
coconuts were purchased at n0 per n1 and sold at n2 per coconut . if n3 coconuts were sold , what was the total profit made ?	divide ( n0 , n1 ) | subtract ( n2 , #0 ) | multiply ( n3 , #1 )
the area of a parallelogram is n0 cm ^ n1 and its altitude is twice the corresponding base . what is the length of the base ?	divide ( n0 , const_2 ) | sqrt ( #0 )
if x + | x | + y = n0 and x + | y | - y = n1 what is x + y = ?	multiply ( n1 , const_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 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 )
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 )
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 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 )
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 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 )
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 )
how many different pairs of positive integers ( a , b ) satisfy the equation n1 / a + n1 / b = n2 / n3 ?	divide ( n2 , n3 )
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 )
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 )
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 n4 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 )
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 )
a dishonest dealer professes to sell goods at the cost price but uses a false weight and gains n0 % . find his false weight age ?	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 food in a camp lasts for n0 men for n1 days . if n2 more men join , how many days will the food last ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | divide ( #1 , #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 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 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 )
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 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 )
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 )
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 )
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 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 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 )
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 )
a girl 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 ) | multiply ( #3 , #3 ) | divide ( #4 , const_2 )
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 )
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 )
cost is expressed by the formula tb ^ n0 . if b is doubled , the new cost q is what percent of the original cost ?	power ( const_2 , n0 ) | multiply ( #0 , const_100 )
if the complement of a certain angle is n0 times the measure of that certain angle , then what is the measure of that certain angle ?	add ( n0 , const_1 ) | subtract ( const_100 , const_10 ) | divide ( #1 , #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 )
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 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 , const_2 ) | power ( #4 , n0 ) | subtract ( #5 , #6 )
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 )
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 )
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 )
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 )
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 )
n0 candidates contested an election and received n1 , n2 and n3 votes respectively . what percentage of the total votes did the winning candidate got ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
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 )
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 )
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 )
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 )
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 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 )
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 )
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 )
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 )
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 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 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 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 )
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 )
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 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 area inscribed by the lines y = n1 , x = n1 , y = n2 - x on an xy - coordinate plane ?	multiply ( const_0_25 , const_2 ) | subtract ( n2 , n0 ) | subtract ( #1 , n0 ) | multiply ( #0 , #2 ) | multiply ( #3 , #2 )
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 )
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 )
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 )
how many single - digit whole numbers yield a remainder of n2 when divided by n1 and also yield a remainder of n2 when divided by n3 ?	multiply ( n0 , 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 )
what is the greatest possible length which can be used to measure exactly the lengths n0 m n4 cm , n2 m n3 cm and n4 cm ?	multiply ( n3 , const_4 )
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 * 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 , n0 ) | negate ( #3 ) | add ( #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 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 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 $ 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 )
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 )
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 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 )
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 )
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 )
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 )
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 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 )
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 )
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 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 )
if n0 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 , n2 ) | multiply ( n0 , #5 )
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 )
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 )
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 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 )
the sum of two numbers is n0 and their h . c . f is n1 . the number of pairs of numbers satisfying the above condition is	add ( n0 , n1 ) | add ( const_1 , const_1 ) | divide ( #0 , #1 ) | subtract ( #2 , n1 ) | multiply ( #2 , #3 )
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 )
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 )
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 )
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 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 )
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 a population of women in a town is n0 % of men . what is the population of men as a percentage of population of women ?	divide ( const_100 , n0 ) | multiply ( #0 , const_100 )
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 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 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 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 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 )
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 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 )
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 )
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 )
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 )
if x no_ascii_36 y = ( x + y ) ^ n3 - ( x - y ) ^ n3 . then no_ascii_67 n3 no_ascii_36 no_ascii_67 n3 =	sqrt ( n2 ) | add ( #0 , #0 ) | power ( #1 , n0 )
assume all pieces of rope are equal . if n0 pieces of rope measure a feet , how long would b pieces of rope be in inches ?	divide ( const_12 , 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 )
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 the radius of a cylinder is doubled and so is the height , 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 )
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 )
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 )
what is the probability that when a hand o f n0 cards is drawn from a well shuffled deck of n1 cards , it contains n2 queen ?	choose ( const_4 , n2 ) | choose ( n1 , n0 ) | subtract ( n1 , const_4 ) | subtract ( n0 , n2 ) | choose ( #2 , #3 ) | multiply ( #0 , #4 ) | divide ( #5 , #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 )
a pair of articles was bought for $ n1 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 )
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 )
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 ) | factorial ( n0 ) | factorial ( const_2 ) | factorial ( n1 ) | subtract ( n0 , const_2 ) | subtract ( n1 , const_2 ) | factorial ( #4 ) | factorial ( #5 ) | factorial ( #0 ) | subtract ( #0 , const_2 ) | factorial ( #9 ) | multiply ( #6 , #2 ) | multiply ( #7 , #2 ) | divide ( #1 , #11 ) | divide ( #3 , #12 ) | multiply ( #10 , #2 ) | add ( #13 , #14 ) | divide ( #8 , #15 ) | divide ( #16 , #17 )
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 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 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 sum of all n0 digit numbers which can be formed with the digits n1 , n2 , n3 , n4 , n5 without repetation ?	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 )
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 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 , n2 ) | add ( #0 , #2 ) | divide ( #1 , #3 ) | multiply ( #4 , 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 )
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 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 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 )
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 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 )
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 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 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 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 )
in the class of n0 students , n1 speak tamil and n2 speak telugu . what is the lowest possible number of students who speak both the languages ?	add ( n1 , n2 ) | subtract ( #0 , 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 )
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 )
n = n0 ! + n1 ! + n2 ! . . . . . + n3 ! . what is the last digit of n ^ n ?	subtract ( n3 , n2 ) | power ( #0 , const_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 )
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 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 years ?	subtract ( const_100 , n0 ) | divide ( #0 , const_100 ) | power ( #1 , n2 ) | multiply ( n1 , #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 box contain the number of balls which is as much times greater than n0 as much times lesser than n1 . the no . of ball is ?	add ( n0 , n1 ) | divide ( #0 , 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 )
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 )
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 )
if ( n4 - x ) / ( n1 + x ) = x , what is the value of x ^ n2 + n4 x - n4 ?	multiply ( n2 , n0 ) | subtract ( #0 , n0 )
a shopkeeper loses n0 % , if an article is sold for $ 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 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 )
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 a = n0 , what is the value of no_ascii_77 ( a ^ n1 + a ^ n2 + a ^ n3 + a ^ n4 ) ?	power ( n0 , n1 ) | power ( n0 , n2 ) | power ( n0 , n3 ) | power ( n0 , n4 ) | add ( #0 , #1 ) | add ( #4 , #2 ) | add ( #5 , #3 ) | negate ( #6 )
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 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 average of w , b , c , n0 and n1 is n2 . what is the average value of w , b , c and n3	add ( const_1 , const_4 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 ) | subtract ( #2 , n0 ) | add ( n3 , #3 ) | divide ( #4 , const_4 )
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 )
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 )
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 man walking at the rate of n0 km / hr crosses a bridge in n1 minutes . the length of the bridge ( in meters ) is :	multiply ( n0 , const_1000 ) | divide ( #0 , const_60 ) | multiply ( n1 , #1 )
if ( n4 - x ) / ( n1 + x ) = x , what is the value of x ^ n2 + n3 x - n4 ?	multiply ( n2 , n0 ) | subtract ( #0 , 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 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 )
a student 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 )
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 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 n6 ^ k + n6 ^ k = ( n6 ^ n5 ) ^ ( n6 ^ n5 ) - n6 ^ k , then k = ?	add ( n3 , const_2 ) | power ( n0 , #0 ) | subtract ( #1 , const_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 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 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 )
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 )
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 )
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 )
j is n0 % less than p and n1 % less than t . t is x % less than p . what is the value of x ?	multiply ( n0 , n0 ) | divide ( #0 , const_100 )
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 )
two numbers are less than a third number by n0 % and n1 % respectively . how much per cent is the second number less than the first ?	add ( n0 , const_1 ) | subtract ( #0 , n0 ) | multiply ( #1 , const_10 )
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 )
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 metre of cloth ?	divide ( n1 , n0 )
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 )
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 cube is painted red on all faces . it is then cut into n0 equal smaller cubes . how many cubes are painted on only n1 faces ?	divide ( const_1 , const_3 ) | power ( n0 , #0 ) | multiply ( #1 , const_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 )
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 the average of r , b , c , n0 and n1 is n2 . what is the average value of r , b , c and n3	add ( const_1 , const_4 ) | add ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #1 ) | add ( n3 , #3 ) | divide ( #4 , const_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 )
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 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 )
what is the smallest integer t greater than n1 that leaves a remainder of n1 when divided by any of the integers n2 , n3 , and n4 ?	lcm ( n2 , n3 ) | lcm ( n4 , #0 ) | add ( n0 , #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 )
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 n8 , n6 microns = n8 decimeter , and n8 , n6 , n6 , n6 angstroms = n8 decimeter , how many angstroms equal n8 micron ?	multiply ( const_100 , const_100 ) | divide ( n1 , #0 ) | multiply ( #1 , #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 )
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 )
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 )
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 )
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 smallest integer e greater than n1 that leaves a remainder of n1 when divided by any of the integers n2 , n3 , and n4 ?	lcm ( n2 , n3 ) | lcm ( n4 , #0 ) | add ( #1 , const_1 )
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 , n2 ) | 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 )
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 )
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 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 )
what is the area inscribed by the lines y = n0 , x = n3 , y = n2 - n3 x on an xy - coordinate plane ?	multiply ( const_0_25 , n0 ) | subtract ( n2 , n0 ) | subtract ( #1 , n0 ) | multiply ( #0 , #2 ) | multiply ( #3 , #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 )
there are n2 buildings in a street . a sign - maker is contracted to number the houses from n1 to n2 . how many zeroes will he need ?	divide ( n0 , const_10 ) | subtract ( const_10 , n1 ) | multiply ( #1 , const_10 ) | add ( #0 , #2 ) | add ( #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 )
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 student gets n2 % 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 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 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 )
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 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 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 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 )
from a pack of n0 cards , two cards are drawn together at random . what is the probability that the one is heart and other two is diamond ?	choose ( n0 , const_2 ) | divide ( n0 , const_4 ) | multiply ( #1 , #1 ) | divide ( #2 , #0 )
if the arithmetic mean of seventy n2 numbers is calculated , it is n1 . if each number is increased by n2 , then mean of new number is ?	add ( n0 , n1 )
if it takes a tub n1 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 )
average of n0 results is n1 . if the average of first n4 results is n3 and average of last n4 results is n5 then find the eighth result ?	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | multiply ( n2 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #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 )
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 )
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 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 )
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 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 )
list a consists of n0 consecutive integers . if - n1 is the least integer in list a , what is the range of positive integers in list a ?	add ( n1 , const_1 ) | subtract ( n0 , #0 ) | subtract ( #1 , const_1 )
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 )
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 )
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 )
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 ( n1 kx n1 + n2 kx + n3 ) = n4 have equal roots ?	add ( n0 , n0 ) | power ( n2 , n0 ) | power ( n0 , #0 ) | divide ( #2 , #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 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 )
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 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 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 )
how many bricks , each measuring n0 cm * n1 cm * n4 cm , will be needed to build a wall n3 m * n4 m * n5 m	multiply ( n3 , const_100 ) | multiply ( n4 , const_100 ) | multiply ( n0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n2 , #2 ) | multiply ( n5 , #3 ) | divide ( #5 , #4 )
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 )
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 )
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 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 )
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 )
little john had $ n0 . he spent $ n1 on sweets and gave to his two friends $ n2 and $ n3 . how much money was left ?	add ( n2 , n2 ) | add ( n1 , #0 ) | subtract ( n0 , #1 )
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 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 sum of two numbers is n0 . if one - third of the one exceeds one - seventh of the other by n1 , find the smaller number .	add ( const_3 , const_4 ) | multiply ( n0 , const_3 ) | add ( #0 , const_3 ) | multiply ( #0 , const_3 ) | multiply ( n1 , #3 ) | add ( #1 , #4 ) | divide ( #5 , #2 )
when n divided by n0 , the remainder is n1 . when n divided by n2 , the remainder is n3 what is the the remainder when divided by n4	add ( const_12 , const_3 ) | add ( const_2 , const_4 ) | add ( #0 , #1 ) | divide ( #2 , n4 ) | floor ( #3 )
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 , const_2 ) | 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 )
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 )
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 )
if the side length of square b is three times that of square a , the area of square b is how many times the area of square a ?	multiply ( const_4 , const_4 )
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 )
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 )
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 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 )
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 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 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 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 cost price of n0 articles is the same as the selling price of x articles . if the profit is n1 % , find out the value of x	add ( const_1 , const_4 ) | multiply ( n0 , const_4 ) | divide ( #1 , #0 )
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 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 )
an urn contains n0 red , n1 blue and n3 green marbles . if n3 marbles are picked at random , what is the probability that both are red ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | add ( n2 , #0 ) | divide ( #1 , const_2 ) | subtract ( #2 , const_1 ) | multiply ( #2 , #4 ) | divide ( #5 , const_2 ) | divide ( #3 , #6 )
if x = n0 / q and y = ( n1 / q ) - n2 , then for what value of q , x is equal to y ?	subtract ( n1 , n0 ) | divide ( #0 , n2 )
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 )
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 )
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 )
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 )
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 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 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 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 )
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 )
in two triangles , the ratio of the areas is n3 : n2 and the ratio of their heights is n2 : n3 . find the ratio of their bases .	divide ( n0 , n1 ) | divide ( n1 , n0 ) | inverse ( #1 ) | multiply ( #0 , #2 )
if f ( x ) = n3 x ^ n2 - n2 x ^ n3 - n5 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 )
n0 people candidates contested an election and they received n1 , n2 and n3 votes respectively . what is the percentage of the total votes did the winning candidate get ?	add ( n1 , n2 ) | add ( n3 , #0 ) | divide ( n3 , #1 ) | multiply ( #2 , const_100 )
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 )
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 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 )
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 )
find the constant k so that : - x n3 - ( k + n2 ) x - n2 = - ( x - n3 ) ( x - n4 )	add ( n0 , n4 ) | add ( n1 , #0 )
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 )
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 )
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 )
if the average marks of n0 batches of n1 , n2 and n3 students respectively is n4 , n5 , n6 , then the average marks of all the students is	add ( n1 , n2 ) | multiply ( n1 , n4 ) | multiply ( n2 , n5 ) | multiply ( n4 , n6 ) | add ( #1 , #2 ) | add ( n3 , #0 ) | add ( #4 , #3 ) | divide ( #6 , #5 )
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 f ( x ) = n3 x ^ n2 - n2 x ^ n3 - n5 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 )
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 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 )
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 ( const_100.0 , n1 ) | subtract ( #0 , n2 ) | divide ( const_100.0 , #1 )
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 )
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 )
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 )
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 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 )
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 )
chocolate bars are sold in packages of n0 or n1 only . if mark bought n2 chocolate bars exactly , what could be the number of large packs mark bought ?	multiply ( n0 , n0 ) | subtract ( n2 , #0 ) | divide ( #1 , 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 )
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 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 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 )
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 )
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 )
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 )
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 )
the price of stock increased by n0 % last year and decreased by n1 % this year . what is the net percentage change in the price of the stock ?	add ( n0 , const_100 ) | subtract ( const_100 , n1 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #2 , #3 ) | multiply ( #4 , const_100 ) | subtract ( #5 , 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 )
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 )
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 )
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 )
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 )
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 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 )
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 )
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 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 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 )
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 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 is n0 % more efficient than b . how much time they will 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 )
if ' x ' is a positive integer exactly divisible by n0 or n1 but not divisible by n2 . what could possibly be the value of ' x ' ?	multiply ( n0 , n1 )
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 )
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 line that passes through ( no_ascii_77 n2 , no_ascii_77 n1 ) and ( n2 , k ) has a slope = k . what is the value of k ?	divide ( n1 , n2 )
two n0 multiples of n1 are chosen at random , and n2 multiples of n3 are chosen at random . approximately what percentage of the n4 selected numbers are odd ?	divide ( n0 , n4 ) | multiply ( #0 , const_100 )
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 )
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 certain number of two digits is n0 times the sum of its digits and if n1 be added to it , the degits are reversed . the number is .	subtract ( n1 , const_10 ) | subtract ( const_10 , n0 ) | subtract ( #1 , const_2 ) | divide ( #0 , #2 ) | subtract ( #3 , #2 ) | multiply ( #4 , const_10 ) | add ( #3 , #5 )
two carpenters , working in the same pace , can build n2 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 )
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 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 )
if the tens digit of positive integers m , y are n0 , how many values of the tens digit of n1 ( m + y ) can be there ?	subtract ( 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 )
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 )
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 )
if ( - n2 ) ^ ( n1 x ) = n2 ^ ( n3 + x ) and x is an integer , what is the value of x ?	divide ( n3 , n0 )
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 )
a hall n0 m long and n1 m broad is to be paved with stones , each measuring n3 dm by n3 dm . the number of stones required is :	multiply ( n0 , n1 ) | multiply ( n2 , n3 ) | divide ( #1 , const_100 ) | 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 )
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 )
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 o is the center of the circle in the figure above and the area of the unshaded sector is n0 , what is the area of the shaded region ?	power ( n0 , const_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 )
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 )
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 )
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 )
prints a page n0 pg per min . if the printed for n1 hours except n2 min . where there was an paper jam , how many page did it print	multiply ( n1 , const_60 ) | multiply ( const_10 , const_100 ) | subtract ( #0 , n2 ) | multiply ( n0 , #2 ) | divide ( #3 , #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 )
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 )
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 )
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 )
( 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 )
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 )
what is the probability for a family with n0 children to have a girl and two boys ( assuming the probability of having a boy or a girl is equal ) ?	divide ( const_1 , const_2 ) | power ( #0 , n0 ) | multiply ( #1 , const_2 ) | subtract ( const_1 , #2 ) | divide ( #3 , const_2 )
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 )
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 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 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 )
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 )
the difference of a larger number and a smaller number is n0 . the sum of the larger number and twice the smaller is n1 . what is the larger number ?	add ( const_1 , const_2 ) | multiply ( n0 , const_2 ) | add ( n1 , #1 ) | divide ( #2 , #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 the son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #1 )
if n is a positive integer , what is the remainder when ( n1 ^ ( n1 n + n2 ) ) ( n3 ^ n ) is divided by n4 ?	multiply ( const_3 , const_3 ) | multiply ( n3 , #0 ) | reminder ( #1 , n4 )
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 )
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 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 )
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 )
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 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 )
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 )
city a to city b , andrew 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 )
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 )
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 )
if n0 men can build a water fountain n1 metres long in n4 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 )
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 )
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 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 )
two integers are in the ratio of n4 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 )
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 )
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 )
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 )
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 )
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 )
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 a boat is rowed downstream for n3 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 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 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 )
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 x is a number such that x ^ n4 + n5 x - n2 = n7 and x ^ n4 - n5 x + n6 = n7 , then x =	add ( n2 , n6 ) | add ( n0 , n5 ) | divide ( #0 , #1 )
if shreehari walks in the speed of n0 km / hr from his house , in what time will he reach his school which is n1 m long from his house ?	divide ( n1 , const_1000 ) | divide ( #0 , n0 ) | multiply ( #1 , const_60 )
if x is a number such that x ^ n4 + n4 x - n2 = n7 and x ^ n4 - n5 x + n6 = n7 , then x =	add ( n2 , n6 ) | add ( n0 , n5 ) | 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 )
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 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 )
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 )
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 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 )
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 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 truck covers a distance of n0 metres in n1 minute whereas a train covers a distance of n2 kms in n3 minutes . what is the ratio of their speed ?	divide ( n2 , n3 ) | multiply ( #0 , const_1000 ) | divide ( n0 , #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 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 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 )
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 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 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 )
n2 carpet - weavers can weave n2 carpets in n2 days . at the same rate , how many carpets would be woven by n4 carpet - weavers in n4 days ?	add ( n0 , n0 ) | add ( n3 , #0 )
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 man speaks truth n0 out of n1 times . he throws a die and reports it to be a n3 . what is the probability of it being a n3 ?	divide ( n0 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , const_4 ) | divide ( const_5 , n2 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | add ( #4 , #5 ) | divide ( #4 , #6 )
on a sum of money , simple interest for n0 years is rs n1 and compound interest is rs n2 , the rate of interest being the same in both cases .	subtract ( n2 , n1 ) | multiply ( n0 , #0 ) | divide ( #1 , n1 ) | multiply ( #2 , 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 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 the son is	multiply ( const_2 , const_2 ) | subtract ( const_2 , const_1 ) | subtract ( #0 , const_2 ) | subtract ( n0 , #2 ) | divide ( #3 , #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 )
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 )
from a group of n2 boys and n2 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 )
two numbers are in the ratio n0 : n3 . 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 )
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 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 )
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 )
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 )
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 )
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 )
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 )
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 )
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 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 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 )
the ratio of two quantities is n0 : n1 . if each of the quantities is increased by n2 , their ratio changes to n3 : n4 then the greatest number is ?	add ( n0 , n2 ) | add ( n1 , n2 ) | divide ( #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 )
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 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 )
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 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 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 )
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 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 ( n1 , const_60 ) | multiply ( n3 , const_60 ) | add ( n2 , #1 ) | add ( n4 , #2 ) | divide ( #0 , #4 ) | multiply ( #3 , #5 ) | subtract ( #0 , #6 )
a multiple choice test consists of n0 questions , and each question has n1 answer choices . in how many e ways can the test be completed if every question is unanswered ?	power ( n1 , 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 )
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 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 ( 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 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 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 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 the new budget the price of wheat rose by n0 % . by how much percent must a person reduce his consumption so that his expenditure on it does not increase ?	divide ( n0 , const_100 ) | add ( #0 , const_1 ) | divide ( #0 , #1 ) | multiply ( #2 , const_100 )
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 )
mary sold boxes of butter cookies . ann sold n0 times as much as she did . n1 boxes of cookies were sold that day , how many boxes did mary sell ?	add ( n0 , const_1 ) | divide ( n1 , #0 )
a man sells an article at n0 % gain . had be sold at for rs . n1 / - more he could have gained n2 % what is cost price of article	subtract ( n2 , n0 ) | divide ( n1 , #0 ) | multiply ( #1 , const_100 )
in an election between the two candidates , the candidates who gets n0 % of votes polled is winned by n1 votes majority . what is the total number of votes polled ?	multiply ( n1 , const_100 ) | subtract ( const_100 , n0 ) | subtract ( n0 , #1 ) | divide ( #0 , #2 )
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 )
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 )
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 )
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 )
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 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 )
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 )
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 the angles of an n sided polygon are in a . p and a > = n1 and d > = n1 then wat is the maximum possible value of n ?	multiply ( const_2 , const_4 ) | subtract ( n0 , const_3 ) | multiply ( #0 , const_10 ) | power ( #1 , const_2 ) | add ( #2 , const_100 ) | divide ( #4 , const_10 ) | multiply ( #5 , const_2 ) | multiply ( #6 , const_4 ) | subtract ( #3 , #7 ) | sqrt ( #8 ) | add ( #9 , #1 ) | divide ( #10 , const_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 are two circles . the radius of a is four times as large as the diameter of b . what is the ratio between the areas of the circles ?	multiply ( const_2 , const_4 ) | power ( const_1 , const_2 ) | power ( #0 , const_2 ) | divide ( #1 , #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 )
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 )
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 )
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 )
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 is thrice as good as workman as b and therefore is able to finish a job in n0 days less than b . working together , they can do it in :	add ( const_1 , const_4 ) | divide ( n0 , const_2 ) | add ( n0 , #1 ) | divide ( const_1 , #1 ) | divide ( const_1 , #2 ) | add ( #3 , #4 ) | divide ( const_1 , #5 ) | multiply ( #0 , #6 )
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 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 )
n0 different containers contain n1 litres , n2 litres and n3 litres of mixture of milk and water respectively . what is the biggest measure can measure all the different quantities exactly ?	gcd ( n1 , n2 ) | gcd ( n3 , #0 )
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 speed of a boat in still water is n0 km / hr and the rate of the current is n1 km / hr . the distance travelled downstream in n2 minutes is	add ( n0 , n1 ) | divide ( n2 , const_60 ) | multiply ( #0 , #1 )
a businessman earns $ n0 in december , thus decreasing his average annual ( january to december ) earnings by $ n1 . his average annual earnings would be source : cmat preparation	multiply ( n1 , const_12 ) | add ( n0 , #0 )
the population of a town increased from n0 , n1 , n2 to n3 , n4 , n5 in a decade . what is the average percent increase of population per year ?	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 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 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 )
three cubes of iron whose edges are n0 cm , n1 cm and n2 cm respectively are melted and formed into a single cube . the edge of the new cube formed is	volume_cube ( n0 ) | volume_cube ( n1 ) | volume_cube ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | cube_edge_by_volume ( #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 )
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 )
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 )
when a laptop is sold for rs . n0 , n1 , the owner loses n3 % . at what price must that laptop be sold in order to gain n3 % ?	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 )
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 ages of two persons differ by n0 years . if n1 years ago , 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 )
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 )
when positive integer x is divided by positive integer y , the result is n0 . what is the sum q of all possible n1 - digit remainders for x / y ?	floor ( n1 ) | subtract ( n1 , #0 ) | divide ( n0 , #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 )
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 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 )
a constructor estimates that n3 people can paint mr khans house in n1 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 ( n2 , #1 ) | divide ( const_1 , #2 )
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 )
how many cuboids of length n0 m , width n1 m and height n5 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 )
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 cricketer whose bowling average is n0 runs per wicket takes n1 wickets for n2 runs and there by decreases his average by n3 . the number age of the family now is ?	subtract ( n0 , n3 ) | multiply ( n1 , #0 ) | subtract ( #1 , n2 ) | divide ( #2 , n3 )
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 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 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 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 train n0 m long passes a km stone in n1 seconds and another train of the same length travelling in opposite direction in n2 seconds . the speed of the second train is	add ( n0 , n0 ) | divide ( n0 , n1 ) | multiply ( n2 , #1 ) | subtract ( #0 , #2 ) | divide ( #3 , n2 ) | multiply ( #4 , const_3_6 )
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 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 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 )
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 )
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 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 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 )
a rectangular with dimensions n0 inches by n1 inches is to be divided into squares of equal size . which of the following could be a length of a side of the squares ?	subtract ( n1 , n0 ) | divide ( #0 , const_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 line has a slope of n0 / n1 and intersects the point w ( - 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 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 )
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 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 )
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 )
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 )
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 batsman scores n0 runs and increases his average from n1 to n2 . find the runs to be made if he wants top increasing the average to n3 in the same match ?	subtract ( n0 , n2 ) | add ( #0 , const_1 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #3 , #2 )
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 )
a constructor estimates that n3 people can paint mr khans house in n1 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 ( n2 , #1 ) | divide ( const_1 , #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 )
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 )
area of four walls of a room is n0 m n1 . the length and breadth of the room are n2 m and n3 m respectively . the height of the room is :	multiply ( n2 , const_2 ) | multiply ( n3 , const_2 ) | add ( #0 , #1 ) | divide ( n0 , #2 )
forks , spoons , and knives in drawer are in the ratio of n1 : n1 : n2 . if there are n3 forks , the number of knives in the drawer is :	divide ( n3 , n0 ) | multiply ( n2 , #0 )
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 ( const_1 , #1 ) | divide ( n0 , #2 )
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 )
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 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 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 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 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 )
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 )
a person has n0 $ in n5 $ and n3 $ bill . if the n3 $ bill quantity is twice that of n5 $ bill . what is quantity of n5 $ .	divide ( n0 , n1 ) | divide ( #0 , const_2 )
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 )
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 averge 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 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 ( n4 to the x ) - ( n4 to the ( x - n4 ) ) = n3 ( n4 to the n5 ) , what is the value of x ?	add ( n0 , n5 )
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 )
in n2 years , a will be twice as old n3 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 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 )
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 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 )
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 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 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 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 )
bhaman 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 bhaman ?	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | divide ( #0 , const_10 ) | divide ( #1 , const_10 ) | add ( #2 , #3 ) | multiply ( #2 , #3 ) | divide ( n0 , #4 ) | multiply ( #5 , const_10 ) | multiply ( #6 , #7 )
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 )
the average price of n0 items of furniture is rs . n1 . if their prices are in the ratio n2 : n3 : n4 , the price of the cheapest item is ?	multiply ( n0 , n1 ) | divide ( #0 , n4 )
in a group of n0 people , n1 read english , n2 read french while n3 of them read none of these two . how many of them read french and english both ?	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #0 , #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 )
find the sum the difference between the compound and s . i . on a certain sum of money for n0 years at n2 % 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 )
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 reduction of n0 % in the price of tea enables a dealer to purchase n1 kg more tea for rs . n2 . what is the reduced price per kg of tea ?	subtract ( const_100 , n0 ) | divide ( const_100 , #0 ) | subtract ( #1 , const_1 ) | multiply ( n2 , #2 ) | divide ( #3 , n1 ) | 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 )
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 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 )
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 )
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 )
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 )
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 )
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 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 )
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 pyramid has a square base of n0 cm , and the four lateral faces are four congruent equilateral triangles . what is the total surface area of the pyramid in square cm ?	power ( const_3 , const_2 ) | square_area ( n0 ) | subtract ( #1 , #0 ) | sqrt ( #2 ) | multiply ( n0 , #3 ) | divide ( #4 , const_2 ) | multiply ( #5 , const_4 ) | add ( #6 , #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 goods bullet train runs at the speed of n0 km / hr and crosses a n1 m long platform in n2 seconds . what is the length of the goods bullet train ?	multiply ( n0 , const_0_2778 ) | multiply ( n2 , #0 ) | subtract ( #1 , n1 )
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 )
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 )
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 )
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 )
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 )
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 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 )
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 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 )
in n5 pumps can raise n1 tons of water in n6 days of n3 hrs each , how many pumps will raise n4 tons of water in n5 days of n6 hrs each ?	multiply ( n0 , n2 ) | multiply ( n3 , #0 ) | multiply ( n1 , #0 ) | multiply ( n4 , #1 ) | divide ( #3 , #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 c no_ascii_21 no_ascii_69 no_ascii_32 a ?	multiply ( n1 , const_2 ) | multiply ( n0 , const_2 ) | subtract ( #0 , #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 )
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 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 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 )
n1 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 )
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 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 )
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 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 )
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 )
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 )
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 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 )
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 )
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 )
in a n0 member association consisting of men and women , exactly n1 % of men and exactly n2 % women are homeowners . what is the maximum 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 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 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 )
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 )
a , b and c can do a work in n0 , n1 and n2 days respectively . they completed the work and got rs . 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 )
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 is two years older than b who is twice as old as c . if the total ages of a , b and c be n0 . what is the age of b ?	add ( const_1 , const_4 ) | subtract ( n0 , const_2 ) | multiply ( #1 , const_2 ) | divide ( #2 , #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 )
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 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 )
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 )
the cost of producing x tools by a company is given by c ( x ) = n0 x + n1 ( in $ ) a ) what is the cost of n2 tools ?	multiply ( n0 , n2 ) | add ( n1 , #0 )
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 )
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 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 )
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 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 )
if the mean of numbers n0 , x , n1 , n2 , n3 and n4 is n5 , then what is the mean of 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 )
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 )
if n0 ^ y = n1 ^ ( n2 x + n4 ) and n4 ^ ( x - n5 ) = n6 ^ y , what is the value of x + y ?	multiply ( n0 , n3 ) | multiply ( n0 , const_10 ) | negate ( n5 ) | multiply ( n0 , #0 ) | subtract ( #1 , const_1 ) | negate ( #3 ) | add ( #2 , #5 ) | divide ( #6 , #4 ) | add ( #7 , #2 ) | divide ( #8 , n0 ) | add ( #9 , #7 )
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 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 )
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 )
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 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 )
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 squared value of the diagonal of a rectangle is ( n0 + b n1 ) sq cm , where b is less than n2 cm . what is the breadth of that rectangle ?	sqrt ( n0 ) | subtract ( #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 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 )
let f ( x ) = x ^ n0 + bx + c . if f ( n3 ) = n4 and f ( - n3 ) = n4 , then b + c =	add ( n3 , n1 ) | power ( n3 , n0 ) | subtract ( #1 , n1 ) | divide ( #2 , #0 ) | negate ( #3 )
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 average age of n0 men in the class is n1 years . n4 new men join and the new average becomes n3 years . what was the average age of n4 new men ?	add ( n0 , n2 ) | multiply ( n0 , n1 ) | multiply ( n3 , #0 ) | subtract ( #2 , #1 ) | divide ( #3 , 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 )
in a games hour n0 different types of players came to the ground ? cricket n1 , hokey n4 , football n3 , softball n4 . how many players are present in the ground ?	add ( n1 , n2 ) | add ( n3 , n4 ) | add ( #0 , #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 )
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 )
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 )
if a and b together can finish a work in n0 days . a can finish same work alone in n1 days then b alone can finish same work alone in how many days ?	inverse ( n0 ) | inverse ( n1 ) | subtract ( #0 , #1 ) | inverse ( #2 )
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 )
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 )
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 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 )
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 )
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 )
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 )
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 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 )
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 )
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 )
spanish language broadcast records last n0 min on each of two sides . if it takes n1 hours to translate one hour of broadcast , how long will it take to translate n2 full records ?	multiply ( n0 , const_2 ) | divide ( #0 , const_60 ) | multiply ( n2 , #1 ) | multiply ( n1 , #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 , the 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 a ?	add ( n2 , n4 ) | add ( n6 , #0 ) | divide ( n0 , #1 ) | multiply ( n6 , #2 )
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 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 men can dig a pit in n1 days . if a man works half as much again a s a boy , then n2 men and n3 boys can dig a similar pit in :	divide ( const_3 , const_2 ) | multiply ( n0 , #0 ) | multiply ( n2 , #0 ) | add ( n3 , #2 ) | multiply ( n1 , #1 ) | divide ( #4 , #3 )
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 )
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 twice of a number divided by n0 d gives n1 as the remainder , and n2 times of the same number gives n3 as the remainder . what will be the value of d ?	divide ( n3 , n2 ) | divide ( const_1 , const_4 ) | multiply ( #0 , const_2 ) | 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 )
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 )
today jim is twice as old as fred , and sam is n1 years younger than fred . n1 years ago jim was n2 times as old as sam . how old is jim now ?	multiply ( n2 , n2 ) | subtract ( n2 , const_2 ) | subtract ( #0 , n0 ) | divide ( #2 , #1 ) | multiply ( #3 , const_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 )
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 )
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 , the amount invested by y is	add ( n0 , n1 ) | divide ( n1 , #0 ) | multiply ( n2 , #0 ) | divide ( #2 , n0 ) | multiply ( #3 , #1 )
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 )
if f ( f ( n ) ) + f ( n ) = n0 n + n1 and f ( n2 ) = n3 , what is the value of f ( n4 ) ?	add ( n3 , n4 )
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 multiplied by x and y is multiplied by y , what is the ratio between the new values of x and y ?	multiply ( n0 , n1 ) | divide ( #0 , #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 )
a man whose bowling average is n0 , takes n1 wickets for n2 runs and thereby 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 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 )
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 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 )
pipe a can fill the tank in n0 minutes and pipe b can empty the tank in n1 minutes . how long it will take to fill the tank if both pipes are operating together ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | subtract ( #0 , #1 ) | divide ( const_1 , #2 )
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 n2 such machines produce in n3 minutes ?	divide ( n1 , n0 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 )
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 )
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 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 sum of n0 th and n1 rd 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 )
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 room n0 m n1 cm long and n2 m n3 cm broad needs to be paved with square tiles . what will be 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 )
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 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 )
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 )
how many n0 - digit numbers are there , if the two leftmost digits are even , the other digits are odd and the digit n1 can not appear more than once in the number .	add ( const_3 , const_4 ) | multiply ( const_3 , const_4 ) | power ( n0 , const_3 ) | add ( #0 , #1 ) | multiply ( #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 ( n6 , #0 ) | subtract ( #1 , n1 ) | multiply ( n3 , #2 ) | 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 )
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 . the amount invested by y is	multiply ( n1 , n2 ) | divide ( #0 , n0 )
given a + b = n0 , find the value of n2 a + n2 b . two solutions are presented below . only one is correct , even though both yield the correct answer .	add ( n0 , n1 ) | add ( n1 , #0 ) | subtract ( #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 )
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 )
in an examination , n0 % of total students failed in hindi , n2 % 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 square is drawn inside a right - angled triangle with the two perpendicular sides as n0 cm and n1 cm . what is the side of the largest possible square that can be drawn ?	multiply ( n0 , n1 ) | divide ( #0 , const_2 ) | divide ( #1 , const_10 )
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 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 )
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 )
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 )
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 )
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 )
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 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 )
n0 men work n3 hours per day to complete the work in n4 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 )
n0 years ago , the average age of a , b and c was n1 years and that of b and c n2 years ago was n3 years . a no_ascii_32 s present age is :	multiply ( n0 , n1 ) | multiply ( n0 , n0 ) | multiply ( n3 , const_2 ) | multiply ( n2 , const_2 ) | add ( #0 , #1 ) | add ( #2 , #3 ) | subtract ( #4 , #5 )
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 )
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 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 )
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 )
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 )
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 )
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 men and n1 women can complete a work in n2 days , while n3 men and n4 women can complete it in n6 days . in how many days will n6 women complete it ?	divide ( const_1 , n5 ) | divide ( const_1 , n2 ) | divide ( n1 , n4 ) | multiply ( #2 , #0 ) | multiply ( n3 , #2 ) | subtract ( #1 , #3 ) | subtract ( n0 , #4 ) | divide ( #5 , #6 ) | multiply ( n3 , #7 ) | subtract ( #0 , #8 ) | divide ( #9 , n4 ) | multiply ( n2 , #10 ) | inverse ( #11 )
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 money lender finds that due to a fall in the annual rate of interest from n0 % to n3 n2 / n3 % his yearly income diminishes by rs . n4 . his capital is	divide ( const_4 , n3 ) | divide ( n4 , #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 )
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 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 )
in objective test a correct ans score n0 marks and on a wrong ans n1 marks are - - - . a student score n2 marks from n3 question . how many ans were correct ?	add ( n0 , n1 ) | multiply ( n1 , n3 ) | add ( n2 , #1 ) | divide ( #2 , #0 )
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 )
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 )
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 )
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 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 )
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 )
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 )
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 )
meera purchased two n1 items from a shop . total price for n1 items is rs . n2 / - she have given rs . n3 / - what is the balance amount meera got ?	subtract ( n3 , n2 )
a rectangular box measures internally n0 m long , n1 m broad and n2 cm deep . the number of cubical box 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 )
two brothers take the same route to school on their bicycles , one gets to school in n0 minutes and the second one gets to school in n1 minutes . the ratio of their speeds is	sqrt ( n0 ) | sqrt ( n1 ) | divide ( #0 , #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 , n2 ) | divide ( #3 , const_0_2778 )
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 )
john 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 )
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 )
running at the same constant rate , n0 identical machines can produce a total of n1 coffee bar 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 )
mahesh can do a piece of work in n2 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 )
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 )
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 ratio of two speeds of two trains is n0 to n1 . if each of the trains slows its speed n2 km / hr , what will be the ratio of these two train speeds ?	divide ( n0 , n1 )
n0 years ago , the average age of a and b was n1 years . average age of a , b and c today is n2 years . how old will c be after n3 years ?	multiply ( n2 , const_3 ) | multiply ( n1 , const_2 ) | add ( n0 , #1 ) | add ( n0 , #2 ) | subtract ( #0 , #3 ) | add ( n3 , #4 )
kavi spends n0 % of his monthly salary on food and saves n1 % of the remaining amount . if his monthly salary is rs . n2 , how much money does he save every month ?	multiply ( n0 , n2 ) | divide ( #0 , const_100 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , 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 )
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 )
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 )
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 w for the exam ?	add ( n1 , n3 ) | multiply ( n0 , n3 ) | multiply ( n1 , n2 ) | add ( #1 , #2 ) | divide ( #3 , #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 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 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 )
n0 students wrote science exam . their average marks are n1 . n2 students got n3 , n4 , n5 , n6 and n7 marks respectively . therefore what is the marks of the sixth student ?	add ( n3 , n4 ) | multiply ( n0 , n1 ) | add ( n5 , #0 ) | add ( n6 , #2 ) | add ( n7 , #3 ) | subtract ( #1 , #4 )
a boat having a length n1 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 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 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 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 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 )
the ages of two person , differ by n0 years . if n2 years ag , the elder one be n2 times as old as the younger one their present ages ( in years ) are respectively	add ( n0 , const_10 )
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 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 speed of a bus increases by n0 kmph after every one hour . if the distance travelled in the first one hour was n1 km , what was the total distance travelled in n2 hours ?	divide ( n2 , n0 ) | multiply ( n0 , n1 ) | subtract ( n2 , const_1 ) | multiply ( n0 , #2 ) | add ( #3 , #1 ) | multiply ( #4 , #0 )
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 )
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 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 )
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 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 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 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 )
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 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 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 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 )
n5 men can complete a work in n1 days . but n5 women need n3 days to complete the same work . how many days will n4 men and n5 women need to complete the work ?	inverse ( n1 ) | multiply ( n0 , n3 ) | divide ( #0 , n0 ) | inverse ( #1 ) | multiply ( n0 , #3 ) | multiply ( n4 , #2 ) | add ( #4 , #5 ) | inverse ( #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 )
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 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 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 )
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 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 )
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 )
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 speed of a car increases by n0 kms after every one hour . if the distance travelled 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 )
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 )
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 )
how many seconds will a n0 m long train take to cros a man walking with a speed of n1 kmph in the direction of the moving train if the speed of the train is n2 kmph	subtract ( n2 , n1 ) | divide ( #0 , const_3_6 ) | 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 )
the annual birth and death rate in a country per n0 are n1 and n2 respectively . the number of years q 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 )
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 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 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 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 )
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 r 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 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 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 )
if length of a rectangle is equal to side of a square and breadth of rectangle is half of length . if area of square is n0 sq . m . calculate the area of rectangle ?	sqrt ( n0 ) | divide ( #0 , const_2 ) | multiply ( #1 , #0 )
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 )
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 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 and b together do a work in n0 days . b and c together in n1 days and c and a in n2 days . then b alone can finish same work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | inverse ( #5 )
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 )
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 rectangular coordinate system , if a line passes through the points ( - n0 , - n1 ) , ( n2 ) and ( x , n3 ) then what is the value of x ?	add ( n1 , n2 )
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 twice tails ?	power ( const_2 , n0 ) | divide ( const_1 , #0 )
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 )
at a wedding reception , n0 guests ate chicken and n1 guests ate beef . if exactly n2 guests ate only one of the two types of meat , how many guests ate both types of meat ?	subtract ( n0 , n2 ) | subtract ( n2 , n1 ) | add ( #0 , #1 )
a parallelogram has a base that is four time the size of it ' s height . the total area of this parallelogram is n0 , n1 sq ft . what is the height of the parallelogram ?	multiply ( const_1000 , const_2 ) | multiply ( const_100 , const_3 ) | add ( #0 , #1 ) | add ( #2 , const_4 ) | divide ( #3 , const_4 ) | sqrt ( #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 )
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 twice in n0 consecutive flips ?	divide ( const_1 , const_2 ) | power ( #0 , n0 ) | 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 )
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 )
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 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 )
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 )
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 )
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 )
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 )
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 retailer marks her goods in such a way that the profit made by selling n0 articles is equal to the selling price of n1 articles . what is the percentage of profit made by the retailer ?	subtract ( n0 , n1 ) | divide ( n0 , #0 ) | subtract ( #1 , const_1 ) | multiply ( #2 , 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 )
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 t of the product xy ?	add ( n0 , n0 ) | negate ( #0 ) | multiply ( n2 , #1 ) | add ( n4 , #2 ) | divide ( #3 , n0 ) | multiply ( #4 , #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 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 )
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 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 )
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 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 )
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 )
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 )
the length of a train and that of a platform are equal . if with a speed of n0 kmph 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 )
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 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 )
rob also compared the empire state building and the petronas towers . what is the height difference between the two if the empire state building is n0 m tall and the petronas towers is n1 m tall ?	subtract ( n1 , n0 )
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 red king ?	divide ( const_2 , const_52 ) | multiply ( const_3 , const_4 ) | add ( #1 , const_1 ) | divide ( #2 , const_52 ) | multiply ( #3 , #0 )
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 )
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 )
rs . n0 is divided so that n1 times the first share , six times 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 )
the average salary per month of n0 employees in a company is rs n1 . if the managers salary is added , the average salary increases to rs n2 , what is the salary of the manager ?	add ( n0 , const_1 ) | multiply ( n0 , n1 ) | multiply ( n2 , #0 ) | subtract ( #2 , #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 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 )
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 )
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 )
if p ( a ) = n0 , p ( b ) = n1 and p ( a no_ascii_43 b ) = n2 . what is the value of p ( a no_ascii_51 b ' ) = ?	multiply ( n0 , n2 ) | multiply ( #0 , const_10 )
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 )
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 of n3 digit number & the number obtained by interchanging the digits is n1 . what is the sum and the number if the ratio between the digits of the number is n2 : n3 ?	multiply ( n0 , n2 ) | subtract ( const_10 , n2 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( n1 , #3 ) | multiply ( #4 , n0 )
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 $ n6 ?	divide ( n1 , n2 ) | divide ( n1 , n0 ) | add ( n0 , #0 ) | add ( n0 , #1 ) | subtract ( #2 , #3 ) | multiply ( n6 , #4 ) | divide ( #5 , const_100 )
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 )
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 )
alex and brian start a business with rs . n0 each , and after n1 months , brian withdraws half of his capital . how should they share the profits at the end of the n2 months ?	add ( const_1 , const_12 ) | divide ( n2 , #0 )
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 )
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 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 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 )
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 )
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 )
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 )
a mixture of sand and cement contains , n0 parts of sand and n1 parts of cement . how much of the mixture must be substituted with sand to make the mixture half sand and half cement ?	add ( n0 , n1 ) | divide ( n0 , n1 ) | add ( #1 , const_1 ) | divide ( #2 , #0 )
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 )
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 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 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 )
one of the longest sides of the triangle is n0 m , the other side is n1 m . area of the triangle is n2 m ^ n3 . what is the another side of the triangle ?	multiply ( n2 , const_2 ) | power ( n1 , const_2 ) | divide ( #0 , n0 ) | power ( #2 , const_2 ) | subtract ( #1 , #3 ) | sqrt ( #4 ) | subtract ( n0 , #5 ) | power ( #6 , const_2 ) | add ( #3 , #7 ) | sqrt ( #8 )
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 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 )
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 )
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 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 )
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 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 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 an election contested by two parties , party d secured n0 % of the total votes more than party r . if party r got n1 votes , by how many votes did it lose the election ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | divide ( n1 , #1 ) | multiply ( n0 , #2 )
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 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 , 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 )
$ 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 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 ( n2 , 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 )
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 n0 k . m . long wire is held by n poles . if one pole is removed , the length of the gap becomes n1 / n2 m . what is the number of poles initially ?	multiply ( n1 , n2 ) | multiply ( const_10 , const_4 ) | multiply ( #0 , const_12 ) | add ( #2 , const_10 ) | add ( #3 , #1 ) | add ( #4 , const_10 ) | add ( #5 , const_10 ) | subtract ( #6 , n0 )
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 )
the incomes of two persons a and b are in the ratio n0 : n4 . if each saves rs . n2 per month , the ratio of their expenditures is n3 : n4 . find their incomes ?	divide ( n2 , n4 ) | multiply ( n0 , #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 )
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 )
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 )
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 )
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 )
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 )
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 average age of n0 students in a group is n1 years . when teacher ' s age is included to it , the average increases by one . find out the teacher ' s age in years ?	add ( n0 , const_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 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 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 )
rhonda picked n3 pen from the table , if there were n1 pens on the table and n2 belongs to jill , what is the probability that the n3 pen she picked does not belong to jill ? .	subtract ( n1 , n2 ) | subtract ( n1 , const_1 ) | divide ( #0 , n1 ) | subtract ( #0 , const_1 ) | divide ( #3 , #1 ) | multiply ( #2 , #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 )
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 )
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 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 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 )
if n5 ^ n1 , n2 ^ 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 )
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 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 $ 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 $ 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 )
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 )
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 q of z - x ?	add ( n0 , const_2 ) | add ( #0 , const_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 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 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 )
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 copies ?	add ( n0 , n1 ) | power ( n1 , const_3 ) | divide ( #1 , #0 )
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 , const_3 ) | subtract ( n0 , #0 )
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 certain animal in the zoo has consumed n0 pounds of food in n1 days . if it continues to eat at the same rate , in how many more days will its total consumption be n2 pounds ?	divide ( n0 , n1 ) | divide ( n2 , #0 ) | subtract ( #1 , n1 )
a sum of rs . n0 is divided into n1 parts such that the simple interests accrued on them for n2 , two and n4 years respectively may be equal . find the amount deposited for n4 years .	multiply ( n2 , const_10 ) | multiply ( #0 , const_100 )
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 )
on average , the boys in the class have n0 pencils and the girls have n1 pencils . if the overall class average is n2 pencils , what is the ratio of boys to girls in the class ?	divide ( n2 , 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 )
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 )
in certain code ' twice ' is written as ' n0 $ n1 no_ascii_50 ' and ' wears ' is written as ' n2 no_ascii_50 n3 % ' . how is ' seat ' written in that code ?	subtract ( n3 , n1 ) | subtract ( #0 , const_1 )
s = { n0 , n1 , n2 } t = { n3 , n4 , n5 } what is the probability that x chosen from s and y chosen from t will result x * y = even	divide ( n0 , const_4 ) | add ( #0 , const_2 ) | multiply ( #0 , #0 ) | divide ( #1 , #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 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 man can do a job in n2 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 )
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 )
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 , b and c can do a piece of work in n0 days , n1 days and n2 days respectively . how long will they take to finish the work , if all the three work together ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | inverse ( #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 )
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 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 )
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 difference of n3 digit number & the number 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_1 ) | subtract ( const_10 , const_1 ) | multiply ( #0 , #1 ) | subtract ( #2 , #1 ) | divide ( n1 , #3 ) | multiply ( #4 , const_2 )
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 )
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 )
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 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 )
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 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 )
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 )
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 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 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 )
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 )
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 black card 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 )
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 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 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 , const_3 ) | sqrt ( #0 ) | divide ( #1 , const_2 ) | divide ( #2 , n2 )
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 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 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 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 )
it takes n3 days for digging a trench of n1 m long , n2 m broad and n3 m deep . what length of trench , n4 m broad and n5 m deep can be dug in n6 days ?	multiply ( n2 , n6 ) | multiply ( n0 , n4 ) | multiply ( n0 , #0 ) | multiply ( n5 , #1 ) | multiply ( n1 , #2 ) | divide ( #4 , #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 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 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 )
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 )
in a shop , the profit is n0 % of the cost . if the cost increases by n1 % but the selling price remains constant , find out 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 )
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 )
carol spends n2 / n3 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 )
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 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 )
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 ( const_4.0 , 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 )
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 )
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 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 )
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 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 )
there are n0 boys in a class . their average weight is n1 kg . when one boy leaves the class , the average reduces by n2 g . find the weight of the boy who left the class .	subtract ( n0 , const_1 ) | multiply ( n2 , #0 ) | divide ( #1 , const_1000 ) | add ( n1 , #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 )
n0 men and n1 women can complete a work in n6 days . but n3 men and n4 women need n5 days to complete the same work . in how many days will n6 women complete the same work ?	divide ( const_1 , n5 ) | divide ( const_1 , n2 ) | divide ( n1 , n4 ) | multiply ( #2 , #0 ) | multiply ( n3 , #2 ) | subtract ( #1 , #3 ) | subtract ( n0 , #4 ) | divide ( #5 , #6 ) | multiply ( n3 , #7 ) | subtract ( #0 , #8 ) | divide ( #9 , n4 ) | multiply ( n2 , #10 ) | inverse ( #11 )
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 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 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 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 )
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 )
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 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 both n5 ^ n4 and n8 ^ n8 are factors of n x ( n4 ^ n5 ) x ( n6 ) x ( n7 ^ n8 ) , 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 )
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 batsman had a certain average of runs for n0 innings . in the n4 th innings , he made a score of n2 runs thereby increasing his average by n3 . what is his average after n4 innings ?	multiply ( n1 , n3 ) | subtract ( n2 , #0 ) | add ( n3 , #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 )
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 )
the ratio of the ages of maala and kala is n0 : n1 . the total of their ages is n2 decades . the proportion of their ages after n3 decades will be [ n4 decade = n5 years ]	add ( n0 , n1 ) | multiply ( n2 , n5 ) | multiply ( n3 , n5 ) | divide ( #1 , #0 ) | multiply ( n0 , #3 ) | multiply ( n1 , #3 ) | add ( #4 , #2 ) | add ( #5 , #2 ) | divide ( #6 , #7 )
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 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 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 )
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 )
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 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 )
if ( n0 ^ a ) * n1 ^ ( n6 a no_ascii_77 n3 ) = ( n4 ^ n6 ) ( n6 ^ b ) and a and b are positive integers , what is the value of a ?	multiply ( n2 , n3 )
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 )
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	add ( n1 , n1 ) | add ( n0 , n0 ) | add ( n3 , #0 ) | multiply ( n4 , #2 ) | subtract ( #3 , #1 ) | divide ( #4 , n3 )
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 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 )
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 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 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 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 )
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 , const_4 ) | divide ( #1 , n3 ) | divide ( #2 , n2 )
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 )
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 )
one fourth of a solution that was n0 % sugar by weight was replaced with 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 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 area of a rhombus is equal to the area of a rectangle whose length is n0 cm and the breadth is n1 cm . if one of the diagonals is n2 cm what is the length of other diagonal ?	rectangle_area ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #1 , n2 )
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 )
mary ' s income is n1 % 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 )
solving a linear equation with several occurrences of the variable , solve for w . simplify answer as much as possible . ( n0 w + n2 ) / n2 + ( n3 w + n4 ) / n5 = n6	multiply ( n1 , n5 ) | multiply ( n1 , n4 ) | multiply ( n1 , n3 ) | multiply ( n0 , const_2 ) | add ( #1 , #0 ) | add ( #2 , #3 ) | multiply ( n6 , #0 ) | subtract ( #6 , #4 ) | divide ( #7 , #5 )
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 )
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 , 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 )
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 )
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 )
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 )
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 )
among the two clocks , clock a gains n4 seconds per minute . if clock a and b are set at n1 n2 ' clock , when clock a is at n3 : n4 , what does clock b show ?	subtract ( n3 , n1 ) | multiply ( #0 , const_60 ) | add ( n0 , #1 ) | multiply ( n0 , #2 ) | divide ( #3 , const_60 ) | add ( #2 , #4 ) | divide ( #5 , const_60 )
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 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 )
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 )
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 , 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 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 )
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 )
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 )
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 and b together do a work in n0 days . b and c together in n1 days and c and a in n2 days . so a , b and c together finish same work in how many days ?	inverse ( n0 ) | inverse ( n1 ) | inverse ( n2 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( #4 , const_2 ) | inverse ( #5 )
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 )
two trains are moving in the same direction at n0 kmph and n1 kmph . the faster train crosses a girl sitting at window seat 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 boy rides his bicycle n3 km at an average speed 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 ( #0 , const_2 )
rs . n0 were divided among x , y , z in such a way that x had rs . n1 more than y and z had rs n2 more than x . how much was y no_ascii_32 s share ?	add ( n1 , n1 ) | add ( n2 , #0 ) | subtract ( n0 , #1 ) | divide ( #2 , const_3 ) | add ( n1 , #3 ) | add ( n2 , #4 )
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 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 )
a lawn is in the form of a rectangle having its sides in the ratio n0 : n1 . the area of the lawn is ( n2 / n3 ) hectares . find the length and breadth of the lawn .	multiply ( const_10 , const_1000 ) | divide ( #0 , n3 ) | multiply ( n1 , #1 ) | divide ( #2 , const_100 )
each digit n0 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 )
two trains n1 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 class total n0 students , n1 are have a brother , n2 are have sisters , n3 students do n ' t have either brothers or sisters . find the number of students having both brother and sisters .	add ( n1 , n2 ) | subtract ( n0 , n3 ) | subtract ( #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 )
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 )
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 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 )
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 )
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 )
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 )
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 )
n2 years ago , the average age of a , b , c and d was n1 years . with e joining them now , the average of all the n2 is n3 years . the age of e is ?	multiply ( n0 , n3 ) | multiply ( const_2 , const_2 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #1 ) | add ( #3 , #2 ) | subtract ( #0 , #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 )
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 )
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 )
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 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 )
if an integer e is to be chosen at random from the integers n2 to n1 , inclusive , what is the probability that e ( e + n2 ) ( e + n3 ) will be divisible by n4 ?	divide ( n1 , n4 ) | divide ( #0 , n4 ) | multiply ( n3 , #1 ) | add ( n3 , #2 ) | divide ( #3 , n4 )
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 )
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 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 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 . the quantity of milk in the original mixture is ?	add ( n4 , n1 ) | divide ( n3 , n4 ) | divide ( n0 , #0 ) | divide ( n1 , #0 ) | multiply ( n2 , #1 ) | multiply ( #3 , #1 ) | subtract ( #2 , #5 ) | divide ( #4 , #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 )
a pump can fill a tank with water in n3 hours . because of a leak , it took n3 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 a basketball game , dhoni scored n0 points more than dravid , but only half as many points as shewag . if the n1 players scored a combined total of n2 points , how many points did dhoni score ?	add ( n0 , n2 ) | add ( const_1 , const_2 ) | add ( #1 , const_1 ) | divide ( #0 , #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 )
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 , band c can do a piece of work in n0 days , n2 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 )
the sum of two numbers is n2 . the difference is n3 . what are the two numbers ? let x be the first number . ley y be the second number x + y = n2 x - y = n3	add ( n0 , n1 ) | divide ( #0 , const_2 ) | multiply ( #1 , const_10 ) | subtract ( n0 , #1 ) | add ( #2 , #3 )
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 )
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 )
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 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 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 )
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 men a and b start from place x walking at n2 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 boatman selling a boat along river flow . if he sell boat in steal water at n0 m / sec and flow of river is n1 m / sec . how much time he will take to sell n2 m .	add ( n0 , n1 ) | divide ( n2 , #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 )
a rectangular swimming pool is n1 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 )
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 )
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 , const_3 ) | add ( n3 , #0 ) | multiply ( n2 , #1 ) | add ( n3 , #3 ) | add ( #2 , #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 )
a person ' s present age is one - 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 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 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 )
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 )
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 )
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 )
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 room 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 :	rectangle_area ( n0 , n1 ) | rectangle_perimeter ( n0 , n1 ) | multiply ( #0 , const_2 ) | divide ( #2 , #1 ) | volume_rectangular_prism ( n0 , n1 , #3 )
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 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 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 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 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 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 )
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 )
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 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 ( n0 , n1 ) | add ( #1 , #1 ) | subtract ( #0 , n0 ) | divide ( #2 , #3 )
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 )
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 )
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 cm x n5 m when n6 % of its volume is occupied by mortar ?	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 )
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 )
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 men and n0 children complete a certain piece of work in n3 days while n3 men and n3 children complete the same work in only n4 days . the number of days required by n5 man to complete the work is	add ( n1 , n1 ) | divide ( n0 , n4 ) | multiply ( n0 , n1 ) | subtract ( #2 , #0 ) | subtract ( #1 , n5 ) | divide ( #3 , #4 )
in what time will two trains cross each other completely , which are running on the same parallel lines in opposite directions , each train running with a speed of n0 kmph being n1 m and n2 m in length respectively ?	add ( n0 , n0 ) | add ( n1 , n1 ) | multiply ( #1 , const_0_2778 ) | divide ( #0 , #2 )
a and b are two multiples of n0 , 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 )
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 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 )
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 )
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 )
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 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 )
if n0 a + n1 b = m , where a and b are positive integers , what is the largest possible value of m for which exactly one pair of integers ( a , b ) makes the equation true ?	add ( const_3 , const_4 ) | multiply ( n0 , const_4 ) | multiply ( n1 , #0 ) | add ( #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 )
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 )
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 wooden box of dimensions n3 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 ( n2 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( const_4.0 , n1 ) | multiply ( #0 , #1 ) | multiply ( n1 , #2 ) | multiply ( #3 , #0 ) | divide ( #5 , #4 )
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 )
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 )
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 )
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 )
in a certain company n0 % of the men and n2 % 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 )
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 )
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 )
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 sum of rs . n0 has been divided among a , b and c such that a gets n1 / n2 of what b gets and b gets n3 / n4 of what c gets . b ' s share is :	divide ( n0 , const_10 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_12 ) | subtract ( #2 , const_12 )
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 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 )
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 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 )
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 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 )
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 )
machine a produces n1 parts thrice 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_3 ) | multiply ( n3 , #1 )
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 )
you need to print a document of the area n0 sq cm . condition is n1 cm margin is to be left at both top & bottom and n2 cm at the sides . what is the optimized size of your paper ?	multiply ( n1 , const_2 ) | multiply ( n2 , const_2 ) | power ( const_3 , const_2 ) | divide ( n0 , #2 ) | subtract ( #2 , #1 ) | subtract ( #3 , #0 ) | multiply ( #5 , #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 )
a man has $ n0 in the denominations of one - dollar , n1 - dollar notes and n2 - dollar . the number of dollars of each denomination is equal . what is the total number of dollar that he has ?	multiply ( n0 , n2 ) | divide ( #0 , const_60 ) | add ( n2 , #1 )
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 )
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 )
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 )
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 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 )
__ n0 a x __ b ____ cc in the multiplication problem above , a , b , and c represent distinct digits . if the sum of a and b is equal to n1 , what is the value of c ?	add ( const_1 , const_4 ) | subtract ( n1 , n0 ) | multiply ( #1 , const_10 ) | divide ( #2 , #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 )
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 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 )
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 )
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 )
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 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 )
the compound interest on a sum 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 and simple interest for n3 years will be	divide ( n2 , n0 ) | subtract ( n1 , n2 ) | divide ( #1 , #0 ) | multiply ( n1 , #2 ) | add ( #3 , #1 )
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 )
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 e 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 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 )
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 , 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 )
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 , b , c , d and e are n3 consecutive points on a straight line . if bc = n1 cd , de = n3 , ab = n3 and ac = n4 , what is the length of ae ?	subtract ( n4 , n0 ) | divide ( #0 , n1 ) | add ( n4 , #1 ) | add ( n2 , #2 )
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 )
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 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 )
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 )
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 )
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 )
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 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 , const_1 ) | multiply ( #4 , #5 ) | subtract ( #5 , n0 ) | multiply ( #1 , #7 ) | subtract ( #6 , #8 )
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 )
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 )
a sum of money is distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets $ n4 more than d , what is the b ' s share ?	add ( n4 , n4 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 ) | multiply ( n1 , #2 ) | divide ( #3 , n3 )
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 )
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 )
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 )
there are two numbers . if n0 % of the first number is added to the second number , then the second number increases to its n1 - fifth . what is the ratio of the first number to the second number ?	divide ( n0 , const_2 ) | divide ( const_1 , n0 ) | divide ( const_1 , #0 ) | divide ( #2 , #1 )
all numbers from n0 to n1 ( in decimal system ) are written in base n4 and base n5 systems . how many of the numbers will have a non - zero units digit in both base n4 and base n5 notations ?	divide ( n1 , n2 ) | divide ( n1 , n3 ) | multiply ( n2 , n3 ) | add ( #0 , #1 ) | divide ( n1 , #2 ) | subtract ( #3 , #4 ) | subtract ( n1 , #5 )
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 , 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 )
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 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 )
if a > x > y > z on the number line , y is halfway between x and z , and x is halfway between w and z , then ( y - x ) / ( y - a ) =	add ( const_2 , const_2 ) | subtract ( #0 , const_1 ) | divide ( const_1 , #1 )
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 sum of money is distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets $ n4 more than d , what is the b ' s share ?	add ( n4 , n4 ) | multiply ( n3 , #0 ) | divide ( #1 , n2 ) | multiply ( n1 , #2 ) | divide ( #3 , n3 )
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 )
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 )
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 )
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 )
a can do a piece of work in n0 hours ; b and c together can do it in n1 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 )
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 )
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 )
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 )
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 )
the equation of line a 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 a ?	multiply ( n1 , n2 ) | power ( n0 , const_2 ) | power ( n1 , const_2 ) | add ( #1 , #2 ) | sqrt ( #3 ) | divide ( #0 , #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 ' s contribution in the capital	multiply ( n0 , const_12 ) | subtract ( const_12 , n1 ) | multiply ( n3 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
a man and a boy complete a work together in n0 days . if for the last n1 days man alone does the work then it is completed in n2 days . how long the boy will take to complete the work alone ?	multiply ( n2 , const_2 ) | subtract ( n2 , n1 ) | add ( #0 , #1 )
a cat leaps n0 leaps for every n1 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 )
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 ( n0 , n1 ) | divide ( const_1 , n1 ) | multiply ( n3 , #0 ) | divide ( #2 , #1 ) | multiply ( n0 , #3 )
a bullock cart has to cover a distance of n0 km in n1 hrs . if it covers half of the journey in n2 / n3 th time . what should be its speed to cover the remaining distance in the time left .	divide ( n0 , const_2 ) | divide ( n1 , n3 ) | multiply ( n2 , #1 ) | subtract ( n1 , #2 ) | divide ( #0 , #3 )
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 )
a sum of money is to be distributed among a , b , c , d in the proportion of n0 : n1 : n2 : n3 . if c gets euro n4 more than d , what is b ' s share ?	subtract ( n2 , n3 ) | multiply ( n4 , #0 ) | multiply ( n3 , #1 )
if the sales tax be reduced from n0 ( n4 / n3 ) % 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 )
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 )
in a rectangular coordinate system , what is the area of a quadrilateral whose vertices have the coordinates ( n5 , - n5 ) , ( n5 , n3 ) , ( n6 , n5 ) , ( n6 , - n7 ) ?	add ( n1 , n3 ) | add ( n3 , n5 ) | subtract ( n4 , n0 ) | add ( #0 , #1 ) | multiply ( #3 , #2 ) | divide ( #4 , n5 )
during the second quarter of n4 , a total of n1 , n2 domestic cars were sold . if this was n3 % greater than the number sold during the first quarter of n4 , how many were sold during the first quarter ?	divide ( n3 , const_100 ) | multiply ( const_1000 , const_1000 ) | add ( #0 , const_1 ) | multiply ( n1 , #1 ) | add ( n2 , #3 ) | divide ( #4 , #2 ) | divide ( #5 , const_1000 ) | divide ( #6 , const_100 ) | multiply ( n1 , #7 ) | multiply ( n1 , #8 )
jonathan can type a n2 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 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 )
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 cat leaps n0 leaps for every n1 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 )
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 )
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 car traveling at a certain constant speed takes n3 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 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 )
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 )
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 )
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 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 )
denise is trying to open a safe whose combination she does not know . if the safe has n0 possible combinations , and she can try n1 different possibilities , what is the probability that she does not pick the one correct combination .	subtract ( n0 , n1 ) | divide ( #0 , n0 )
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 )
of the n0 , n1 employees of company x , n2 / 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 )
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 t ?	add ( n1 , n3 ) | subtract ( n0 , n2 ) | divide ( #1 , #0 ) | subtract ( #2 , n3 )
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 , const_1 ) | multiply ( #2 , #3 ) | subtract ( const_1 , #1 ) | divide ( #4 , #6 ) | add ( #7 , const_1 ) | divide ( #5 , #8 ) | subtract ( #5 , #9 )
in a factory , there are n3 % technicians and n2 % 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 )
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 hen leaps n3 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 )
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 b is ?	multiply ( const_100 , const_60 ) | subtract ( n3 , #0 )
a can do a piece of work in n0 hours ; b and c together can do it in n1 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 )
for any integer n greater than n1 , n * denotes the product of all the integers from n1 to n , inclusive . how many prime numbers t are there between n5 * + n3 and n5 * + n5 , inclusive ?	factorial ( n2 ) | add ( n2 , #0 ) | divide ( #1 , #1 )
of the n0 , n1 employees of company x , n2 / 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 ( const_1 , #0 ) | multiply ( #0 , #2 ) | add ( #4 , #3 ) | divide ( #4 , #5 ) | multiply ( #6 , const_100 )
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 ?	divide ( const_1 , n1 ) | divide ( const_1 , n2 ) | divide ( const_1 , n0 ) | subtract ( #1 , #2 ) | subtract ( #0 , #3 ) | inverse ( #4 )
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 )
a can do a piece of work in n0 hours ; b and c together can do it in n1 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 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 )
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 )
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 )
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 )
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 ' 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 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 )
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 , const_4 ) | multiply ( n0 , #0 ) | multiply ( n1 , #0 ) | subtract ( #0 , const_4 ) | add ( #1 , #2 ) | multiply ( n3 , #3 ) | add ( #4 , #5 ) | divide ( n4 , #6 ) | multiply ( #7 , #5 )
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 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 )
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 cost of the car , then the share of each of the remaining persons increased by :	divide ( const_1 , const_2 ) | divide ( const_1 , n0 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 )
a bus n0 m long is running with a speed of n1 km / hr . in what time will it pass a woman who is walking at n2 km / hr in the direction opposite to that in which the bus is going ?	add ( n1 , n2 ) | multiply ( n0 , const_3600 ) | divide ( #1 , #0 ) | divide ( #2 , const_1000 )
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 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 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 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 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 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 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 )
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 )
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 )
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 )
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 )
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 )
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 )
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 )
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 )
the price of a certain product increased by the same percent from n7 to n5 as from n5 to n8 . if its price of $ n4 in n5 was n6 percent of its price in n7 , what was its price in n8 ?	divide ( n6 , const_100 ) | multiply ( n4 , #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 piece of work can finish by a certain number of men in n0 days . if however , there were n2 men less , it would take n2 days more for the work to be finished . how many men were there originally ?	add ( n0 , n1 ) | divide ( #0 , n1 ) | multiply ( n1 , #1 ) | subtract ( #1 , n1 ) | divide ( #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 )
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 )
you need to pick any number from ' n0 , n1 , n2 , n3 , n4 , n5 , n6 and n7 ' to make below equation true . ( ) + ( ) + ( ) = n8 can you solve it ?	factorial ( n1 ) | add ( n5 , #0 ) | add ( n6 , #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 , const_3 ) | subtract ( n2 , const_1 ) | power ( #1 , #0 )
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 ( n3 , #1 ) | divide ( n0 , #3 ) | subtract ( #4 , n0 ) | multiply ( #2 , #5 )
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 )
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 )
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 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 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 )
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 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 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 )
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 )
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 )
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 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 )
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 )
n0 persons in an organization including x and y were to be divided in two groups of n1 members each . the total number of groups containing both x and y is what fraction of the total number of groups which can be formed ?	factorial ( n1 ) | subtract ( n0 , const_1 ) | multiply ( #1 , const_4 ) | divide ( #0 , #2 )
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 age of n6 students of a class is n3 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 . 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 )
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 )
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 , const_2 ) | multiply ( #3 , const_2 ) | divide ( #4 , const_3 ) | divide ( #5 , const_3 ) | subtract ( #6 , #1 ) | subtract ( #2 , #7 ) | divide ( #8 , #9 )
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 )
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 ( n0 , n3 ) | add ( n3 , #0 ) | multiply ( #1 , n3 ) | divide ( n3 , #2 ) | multiply ( #3 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 )
the average temperature for monday , tuesday and wednsday is n0 degrees c . the average temperature for tuesday , wednesday and thursday is n1 degrees c . if monday no_ascii_32 s temperature recorded as n2 degrees c , find the thursday no_ascii_32 s temperature ?	multiply ( n1 , const_3 ) | multiply ( n0 , const_3 ) | subtract ( #1 , n2 ) | subtract ( #0 , #2 )
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 a 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 )
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 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 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 )
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 )
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 )
a boat running upstream takes n0 hours n1 minutes to cover a certain distance , while it takes n2 hours to cover the same distance running downstream . what is the ratio between the speed of the boat and speed of the water current respectively ?	divide ( n1 , const_60 ) | add ( n0 , #0 ) | divide ( #1 , n2 ) | add ( #2 , const_1 ) | subtract ( #2 , const_1 ) | divide ( #3 , const_2 ) | divide ( #4 , const_2 ) | divide ( #5 , #6 )
source : knewton a cyclist ' s speed varies , depending on the terrain , between n0 miles per hour and n1 miles per hour , inclusive . what is the maximum distance , in miles , that the cyclist could travel in n2 hours ?	multiply ( n1 , n2 )
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 )
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 man cycles round the boundary of a rectangular park at the rate of n0 kmph and completes one full round in n1 minutes . if the ratio between the length and breadth of the park be n2 : n3 , then its area is :	multiply ( n0 , const_1000 ) | multiply ( const_2 , const_3 ) | multiply ( #1 , const_10 ) | divide ( #0 , #2 ) | multiply ( n1 , #3 ) | divide ( #4 , const_10 ) | multiply ( n3 , #5 ) | multiply ( n2 , #5 ) | multiply ( #6 , #7 )
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 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 )
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 )
the ratio of the two natural numbers is n0 : n1 . if a certain number is added to both the numbers , the ratio becomes n2 : n3 . if the larger number exceeds the smaller number by n4 , find the number added ?	multiply ( n1 , n1 ) | add ( n1 , #0 ) | multiply ( n2 , #0 ) | multiply ( n3 , #1 ) | subtract ( #2 , #3 )
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 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 )
ramesh has solved n0 questions in an examination . if he got only no_ascii_47 n1 no_ascii_32 marks , then how many questions were wrong when one mark is given for each one correct answer and n2 / n3 mark is subtracted on each wrong answer .	divide ( n2 , n3 ) | add ( #0 , const_1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( n0 , #3 )
the simple interest in n0 months on a certain sum at the rate of n1 per cent per annum is n2 more than the interest on the same sum at the rate of n4 per cent in n4 months . how much amount was borrowed ?	divide ( n0 , const_12 ) | divide ( n1 , const_100 ) | divide ( n3 , const_12 ) | divide ( n3 , const_100 ) | multiply ( #0 , #1 ) | multiply ( #2 , #3 ) | subtract ( #4 , #5 ) | divide ( n2 , #6 )
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 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 )
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 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 . the age of the n6 th student is ?	multiply ( n0 , n0 ) | multiply ( n2 , n3 ) | multiply ( n4 , n5 ) | add ( #1 , #2 ) | subtract ( #0 , #3 )
the average earning of a person 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 )
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 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 )
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 )
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 )
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 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 )
there are n0 slate rocks , n1 pumice rocks , and n2 granite rocks randomly distributed in a certain field . if n3 rocks are to be 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 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 )
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 )
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 ( n0 , n3 ) | add ( n3 , #0 ) | multiply ( #1 , n3 ) | divide ( n3 , #2 ) | multiply ( #3 , const_100 ) | multiply ( #5 , const_100 ) | multiply ( #4 , #6 )
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 ( const_4.0 , 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 )
if there are thrice 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 ?	divide ( n0 , const_3 ) | divide ( const_1 , #0 )
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 )
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 )
john and andrew can finish the work n0 days if they work together . they worked together for n2 days and then andrew 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 )
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 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 )
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 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 )
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 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 and b start a business jointly . a invests rs n0 for n1 month and b remains in the business for n2 months . out of total profit , b claims n3 / n4 of the profit . how much money was contributed by b ?	add ( n2 , const_1 ) | divide ( n1 , n2 ) | multiply ( n0 , n1 ) | multiply ( #1 , #2 ) | multiply ( n2 , #0 ) | divide ( #3 , #4 )
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 )
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 )
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 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 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 )
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 n2 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 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 )
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 )
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 )
ele , the circus elephant , is currently n0 times older than lyn , the circus lion . in n1 years from now , lyn the circus lion will be exactly half as old as ele , the circus elephant . how old is ele today ?	multiply ( n1 , const_2 ) | subtract ( #0 , n1 ) | multiply ( n0 , #1 )
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 student travels from his house to school at n0 km / hr and reaches school n3 hour 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 )
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 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 )
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 a fast song has n0 beats per minute , and a slow song has n1 beats per minute , how many minutes total would you play a fast and a slow song to have a stream of music that had a total of n2 beats ?	add ( n0 , n1 ) | divide ( n2 , #0 ) | multiply ( #1 , const_2 ) | floor ( #2 ) | add ( #3 , const_1 )
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 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 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 )
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 )
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 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 )
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 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 )
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 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 )
a certain fruit stand sold apples for $ n0 each and guava 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_4 ) | subtract ( n2 , #0 ) | divide ( #1 , n1 ) | add ( #2 , const_4 )
eric throws n0 dice , and his score is the sum of the values shown . sandra throws one dice and her score is the square of the value shown . what is the probabilty that sandras score will be strictly higher than erics score ? ?	multiply ( n0 , const_3 ) | power ( #0 , const_2 ) | multiply ( #0 , #1 ) | subtract ( #1 , const_10 ) | add ( #3 , const_3 ) | add ( #4 , #1 ) | add ( #5 , #1 ) | add ( #6 , #1 ) | divide ( #7 , #2 )
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 e of the distribution is less than m + d ?	subtract ( const_100 , n0 ) | divide ( #0 , const_2 ) | 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 )
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 )
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 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 a garden , there are n0 rows and n1 columns of mango trees . the distance between 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 )
one night a certain hotel rented n0 / n5 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 )
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 )
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 )
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 )
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 )
one night a certain hotel rented n4 / n5 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 )
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 / n5 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 )
during the first two weeks of june , 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 in inches during the second week of june ?	add ( n1 , const_1 ) | divide ( n0 , #0 ) | multiply ( n1 , #1 )
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 workforce of company x is n2 % 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 ( const_60.0 , const_100 ) | multiply ( n1 , #0 ) | subtract ( #1 , #0 ) | divide ( #2 , #3 ) | add ( n1 , #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 )
a boy goes to his school from his house at a speed of n0 km / hr and return 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 )
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 )
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 )
a room is a square of side n0 feet . a second room is of area n1 square yards . a third room is of area n2 square feet . which of these can seat maximum people ? ( hint : n3 yard = n4 feet )	multiply ( n1 , const_2 )
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 )
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 )
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 )
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 )
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 )
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 & 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 )
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 )
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 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 )
if n0 men and n1 women can do a piece of work in n2 days while n3 men and n4 women can do the same in n5 days , the time taken by n6 men and n7 women in doing the same type of work will be ?	multiply ( n4 , n5 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | multiply ( n3 , n5 ) | subtract ( #0 , #1 ) | subtract ( #2 , #3 ) | divide ( #4 , #5 ) | divide ( n1 , #6 ) | divide ( n7 , #6 ) | add ( n0 , #7 ) | add ( n6 , #8 ) | multiply ( n2 , #9 ) | divide ( #11 , #10 )
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 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 )
of the n0 cars on a car lot , n1 have air - conditioning , n2 have power steering , and n3 have both air - conditioning and power steering . how many of the cars on the lot have neither air - conditioning nor power steering ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
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 )
the length and breadth of a rectangular courtyard is n0 m and n1 m . find the cost of leveling it at the rate of $ n2 per m n3 . also , find the distance covered by a boy to take n4 rounds of the courtyard .	multiply ( n0 , n1 ) | multiply ( n2 , #0 )
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 )
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 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 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 )
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 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 )
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 )
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 )
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 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 merchant sells an item at a n1 % discount , but still makes a gross profit of n1 percent of the cost . what percent w 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 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 )
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 sixth of the total number of nuts in n0 hours . how many hours i 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 )
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 )
the two trains of lengths n0 m , n1 m respectively , running at same directions . the faster train can cross the slower train in n2 sec , the speed of the slower train is n3 km . then find the speed of the faster train ?	add ( n0 , n1 ) | divide ( #0 , n2 ) | multiply ( #1 , const_3_6 ) | add ( n3 , #2 )
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 )
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 )
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 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 )
liz drove from point a to point b at n0 km / h . on her way back she drove at n1 km / h and therefore her way back lasted one hour less . what is the distance ( in km ) between a and b ?	subtract ( n1 , n0 ) | divide ( n1 , #0 ) | multiply ( n0 , #1 )
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 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 )
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 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 )
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 )
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 )
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 )
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 )
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 )
two pipes a and b can fill a cistern in n0 and n1 minutes respectively . both fill pipes are opened together , but at the end of n2 minutes , no_ascii_47 b no_ascii_32 is turned off . how much time will the cistern take to fill ?	inverse ( n0 ) | inverse ( n1 ) | add ( #0 , #1 ) | multiply ( #2 , const_3 ) | subtract ( const_1 , #3 ) | multiply ( n0 , #4 ) | add ( n2 , #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 )
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 )
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 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 man covers a certain distance q in a train . if the train moved n0 km / hr faster , it would take n1 min less . if it moved n2 km / hr slower , it would take n3 mins more . find the distance ?	multiply ( n0 , n2 ) | subtract ( #0 , n0 ) | divide ( #1 , const_2 ) | multiply ( n1 , #2 )
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 )
of the n0 cars on a car lot , n1 have air - conditioning , n2 have power windows , and n3 have both air - conditioning and power windows . how many of the cars on the lot have neither air - conditioning nor power windows ?	add ( n1 , n2 ) | subtract ( #0 , n3 ) | subtract ( n0 , #1 )
in n6 , the profits of company n were n3 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 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 )
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 )
n3 out of n1 employees are capable of doing a certain task . sixty percent of the n2 employees , including the n3 who are capable , are assigned to a project involving this task . what percentage of employees assigned to the project are not capable ?	subtract ( n2 , n0 ) | divide ( #0 , n2 ) | multiply ( #1 , 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 )
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 )
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 certain number of badges were distributed among a class of students . the student who got n0 / n1 th of the total number of badges actually got n2 times the average number of badges the others got ! how many students were there in the class ?	multiply ( n1 , n2 ) | subtract ( #0 , n2 ) | add ( n0 , #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 )
what is the max number of rectangular boxes , each measuring n0 inches by n1 inches by n2 inches , that can be packed into a rectangular packing box measuring n3 inches by n4 inches by n5 inches , if all boxes are aligned in the same direction ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
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 )
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 )
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 )
operation # is defined as : a # b = n5 a ^ n3 + n5 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 ( 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 )
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 , const_2 ) | divide ( #7 , #3 )
a total of n0 players participated in a single tennis knock out tournament . what is the total number of matches played in the tournament ? ( knockout means if a player loses , he is out of the tournament ) . no match ends in a tie .	divide ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #0 , #1 ) | divide ( #1 , const_2 ) | add ( #2 , #3 ) | divide ( #3 , const_2 ) | add ( #4 , #5 ) | divide ( #5 , const_2 ) | add ( #6 , #7 ) | divide ( #7 , const_2 ) | add ( #8 , #9 ) | divide ( #9 , const_2 ) | add ( #10 , #11 ) | divide ( #11 , const_2 ) | add ( #12 , #13 ) | divide ( #13 , const_2 ) | add ( #14 , #15 )
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 )
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 )
thirty percent of the members of a swim club have passed the lifesaving test . among the members who have not passed 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 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 )
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 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 )
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 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 )
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 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 e that both selected dogs are not littermates ?	divide ( const_5 , n1 )
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 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 )
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 )
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 w covered by the two roads ?	rectangle_area ( n0 , n2 ) | rectangle_area ( n1 , n2 ) | add ( #0 , #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 )
what is the max number of rectangular boxes , each measuring n0 inches by n1 inches by n2 inches , that can be packed into a rectangular packing box measuring n3 inches by n4 inches by n5 inches , if all boxes are aligned in the same direction ?	multiply ( n3 , n4 ) | multiply ( n0 , n1 ) | multiply ( n5 , #0 ) | multiply ( n2 , #1 ) | divide ( #2 , #3 )
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 )
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 )
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 )
if a 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 tails up on the first n3 flips and not on the last flip ?	power ( n1 , n2 ) | divide ( const_1 , #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 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 )
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 )
the number of students in each section of a school is n0 . after admitting new students , n1 new sections were started . now , the total number of sections is n2 and there are n3 students in each section . the number of new students admitted is :	multiply ( n2 , n3 ) | subtract ( n2 , n1 ) | multiply ( n0 , #1 ) | subtract ( #0 , #2 )
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 )
arun is travelling on his cycle and has calculated to reach point a at n0 pm 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 pm ?	add ( n1 , n3 ) | divide ( #0 , n0 )
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 )
n2 stickers numbered n1 to n2 are placed in a bowl , mixed up thoroughly and then one sticker is drawn randomly . if it is known that the number on the drawn sticker is more than n3 , what is the probability that it is an even number ?	divide ( const_4 , n0 ) | subtract ( n0 , n3 ) | divide ( n0 , #1 ) | multiply ( #0 , #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 )
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 )
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 )
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 )
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 ( n6 , #3 ) | multiply ( n2 , #4 ) | multiply ( n4 , #5 ) | add ( #6 , #7 ) | add ( #9 , #8 ) | inverse ( #10 )
an electric pump can fill a tank in n1 hours . because of a leak in the tank , it took n1 hours n2 min to fill the tank . in what time the leak can drain out all the water of the tank and will make tank empty ?	divide ( n1 , 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 four 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 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 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 retailer sells n4 shirts . the first n1 he sells for $ n2 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 , n5 ) | subtract ( n0 , n1 ) | subtract ( #1 , #0 ) | divide ( #3 , #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 )
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 , 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 )
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 )
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 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 )
each person in a group of n0 investors has investments in either equities or securities or both . exactly n1 of the investors in equities have investments in securities , and exactly n2 of the investors in securities have investments in equities . how many have investments in equities ?	divide ( n2 , const_100 ) | divide ( n1 , const_100 ) | divide ( #0 , #1 ) | multiply ( #2 , #1 ) | subtract ( const_1 , #3 ) | subtract ( #2 , #3 ) | add ( #3 , #4 ) | add ( #6 , #5 ) | divide ( n0 , #7 ) | multiply ( #8 , #2 )
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 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 team won n0 percent of its first n3 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 )
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 and b began business with rs . n0 and rs . n1 after n2 months , a withdraws rs . n3 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 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 )
if ' a ' completes a piece of work in n0 days , which ' b ' completes it in n1 days and ' c ' takes n2 days to complete the same work . how long will they take to complete the work , if they work together ?	divide ( n1 , n2 ) | subtract ( n0 , const_2 ) | add ( #0 , #1 )
n2 computers , each working at the same constant rate , together can process a certain amount of data in n1 days . how many additional computers , each working at the same constant rate , will be needed to process the same amount of data in n2 days ?	divide ( const_1 , n0 ) | divide ( const_1 , n1 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 ) | subtract ( #3 , n0 )
two dogsled teams raced across a n0 mile course in wyoming . team a finished the course in n1 fewer hours than team q . if team a ' s average speed was n2 mph greater than team q ' s , what was team q ' s average mph ?	divide ( n0 , n2 ) | divide ( #0 , n1 )
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 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 a ?	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 )
how many n0 digit nos are there if the n1 leftmost digits are odd and the digit n2 ca n ' t appear more than once in the number ? could someone please provide a solution using a approach other than ( n3 - x ( none ) ) approach ?	multiply ( n0 , n2 ) | subtract ( #0 , n3 ) | multiply ( n0 , #1 ) | multiply ( n0 , #2 ) | multiply ( n0 , #3 ) | multiply ( #4 , const_10 )
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 )
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 )
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 , 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 )
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 )
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 )
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 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 )
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 fuel indicator in a car shows n0 / n1 th of the fuel tank as full . when n2 more liters of fuel are poured in to the tank , the indicator rests at the n3 / n4 of the full mark . find the capacity of the tank .	divide ( n3 , n4 ) | divide ( n0 , n1 ) | subtract ( #0 , #1 ) | divide ( n2 , #2 )
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 )
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 )
if a certain coin is flipped , the probability that the coin will land heads is n0 / n4 . if the coin is flipped n2 times , what is the probability that it will land heads up on the first n3 flips and not on the last n4 flips ?	divide ( n0 , n1 ) | power ( #0 , n2 )
gary drove from point a to point b at n0 km / h . on his way back he took a train travelling at n1 km / h and therefore his trip back lasted n2 hours less . what is the distance ( in km ) between a and b ?	multiply ( n1 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( n0 , #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 )
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 r difference between n and m ?	subtract ( n1 , n0 )
a trader purchased two colour televisions for a total of rs . n0 . he sold one colour television at n3 % 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 )
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 )
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 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 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 )
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 )
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 )
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 )
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 )
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 )
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 )
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 z .	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 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 )
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 )
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 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 )
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 q 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 )
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 )
in an exam n0 % of the boys and n1 % of the girls passed . the number of girls who passed is n2 , which is n3 / n4 rd of the number of boys who failed . what is the total number of students who appeared for the exam ?	divide ( n3 , n4 ) | divide ( n1 , const_100 ) | subtract ( const_100 , n0 ) | divide ( #2 , const_100 ) | divide ( n2 , #1 ) | multiply ( #3 , #0 ) | divide ( n2 , #5 ) | add ( #6 , #4 )
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 thrice 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 )
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 )
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 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 e 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 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 )
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 )
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 )
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 )
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 )
at a monthly meeting , n0 / n1 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 )
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 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 ( const_3.0 , #0 ) | divide ( n1 , #2 ) | subtract ( #3 , #1 ) | divide ( n1 , #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 )
a can do a piece of work in n0 days & y can do it in n1 days . they began working 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 ( const_1 , n1 ) | divide ( const_1 , n0 ) | add ( #0 , #1 ) | multiply ( n2 , #0 ) | subtract ( const_1 , #3 ) | divide ( #4 , #2 ) | subtract ( #5 , const_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 )
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 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 )
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 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 t 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 cost of one photocopy is $ n0 . however , a n1 % discount is offered on orders of more than n2 photocopies . if arthur 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 )
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 )
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 )
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 saran 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 )
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 )
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 )
the tailor has a n0 meter long piece of fabric for which to sew a ball room dress . she has to cuts this fabric into strips of n2 centimeters each . how long will it take the tailor to complete this tasks if each n2 centimeter took n3 minutes to cut ?	multiply ( n0 , const_1000 ) | divide ( #0 , n1 ) | subtract ( #1 , const_1 ) | multiply ( n3 , #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 )
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 )
there are n0 persons . n1 can read hindu , n2 can read times , n3 can read deccan and n4 can read all . if n5 can read hindu and deccan and n6 can read deccan and times then what is the number of persons who read only times and hindu .	subtract ( n5 , n4 ) | subtract ( n6 , n4 ) | add ( #0 , #1 )
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 )
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 )
# n0 a necklace is made by stringing q no individual beads together in the repeating pattern red bead , green bead , white bead , blue bead , and yellow bead . if the necklace design begins with a red bead and ends with a white bead , then q could equal	add ( const_2 , const_3 ) | divide ( n0 , n0 ) | add ( #1 , const_2 ) | add ( #2 , #0 ) | add ( #3 , #0 ) | add ( #4 , #0 ) | add ( #5 , #0 ) | add ( #6 , #0 )
a bakery has n0 employees . it pays annual salaries of $ n1 to each of n2 employees , $ n3 to n4 employee , and $ n5 to each of the remaining n6 employees . which number is closest to the average ( arithmetic mean ) annual salary of these employees ?	multiply ( n1 , n2 ) | multiply ( n5 , n6 ) | add ( n3 , #0 ) | add ( #2 , #1 ) | divide ( #3 , const_1000 ) | divide ( #4 , n0 )
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 , 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 )
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 )
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 )
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 )
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 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 )
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 )
it costs $ n0 for the first n2 minutes to use the bumper cars at a fair ground . after the first n2 minutes it costs $ n3 per hour . if a certain customer uses the bumper cars for n4 hours and n5 minutes , how much will it cost him ?	divide ( n3 , const_60 ) | multiply ( n4 , const_60 ) | add ( n5 , #1 ) | subtract ( #2 , n1 ) | multiply ( #0 , #3 ) | add ( n0 , #4 )
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 )
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 )
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 )
anne earned $ n3 an hour baby - sitting , and $ n1 an hour working in the garden . last week she did baby - sitting for n2 hours and garden work for n3 hours . how much more money does she need to buy a game that costs $ n4 ?	multiply ( n0 , n2 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( n4 , #2 )
the set s consists of n7 numbers : { n1 , n2 , n3 , n6 , n7 } . if all possible subsets including the null set are created and one subset is chosen at random , what is the probability that the subset has n6 or n7 as its largest number ?	multiply ( n4 , n5 ) | power ( const_2 , n0 ) | divide ( #0 , #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 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 )
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 department of n0 people - n1 men and n2 women - needs to send a team of n3 to a conference . if they want to make sure that there are no more than n4 members of the team from any one gender , how many distinct groups are possible to send ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 ) | add ( #1 , #0 ) | add ( #2 , #0 )
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 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 )
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 )
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 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 social teachers ?	add ( n0 , n1 ) | add ( n2 , #0 ) | divide ( n0 , #1 ) | subtract ( #1 , const_1 ) | divide ( n2 , #3 ) | multiply ( #2 , #4 )
tough and tricky questions : combinations . n0 contestants representing n1 different countries advance to the finals of 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 ?	subtract ( n1 , const_1 ) | multiply ( n0 , #0 )
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 couple who own an appliance store discover that if they advertise a sales discount of n1 % 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 decreases by what percent ?	divide ( n1 , n0 ) | subtract ( n1 , n0 ) | subtract ( #1 , #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 q of a cube whose surface area is equal to n1 z ?	multiply ( n0 , n0 ) | divide ( #0 , const_2 ) | sqrt ( #1 )
oil is poured into a tank so that the tank is being filled at the rate of n0 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 ( n1 , n2 , n3 ) | divide ( #0 , n0 )
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 )
if n0 % of j is equal to n1 % of k , n7 % 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 )
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 )
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 )
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 )
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 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 membership of a committee consists of n2 english teachers , n1 mathematics teachers , and n2 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 )
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 )
during a thanksgiving weekend , a car rental company rented n0 - tenths of their vehicles , including two - fifths of the n4 wds that it had . if n2 % of the vehicles are n4 wds , then what percent of the vehicles that were not rented were not n4 wds ?	add ( const_2 , const_3 ) | multiply ( n2 , const_2 ) | divide ( #1 , #0 ) | divide ( #2 , n2 ) | multiply ( #3 , const_100 )
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 )
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 )
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 )
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 )
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 general hospital is comprised of , n0 / n1 pediatricians , n4 / n5 surgeons , and the rest are gp doctors . if n4 / n5 of the surgeons are heart surgeons , and the hospital doubles the number of gp doctors , what proportion of the hospital are now heart surgeons ?	add ( n2 , n2 ) | multiply ( n1 , n3 ) | add ( n3 , #1 ) | subtract ( n0 , #0 ) | divide ( #3 , #2 )
a carpenter constructed a rectangular sandbox with a capacity of n0 cubic feet . if the carpenter were to make a similar sandbox twice as long , twice as wide , and twice as high as the first sandbox , what would be the capacity , in cubic feet , of the second sandbox ?	power ( const_2 , const_3 ) | multiply ( n0 , #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 )
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 )
village a no_ascii_32 s population is n0 greater than village b ' s population . if village b no_ascii_32 s population were reduced by n1 people , then village a no_ascii_32 s population would be n2 times as large as village b ' s population . what is village b ' s current population ?	multiply ( n1 , n2 ) | subtract ( n2 , const_1 ) | add ( n0 , #0 ) | divide ( #2 , #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 )
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 )
boys and girls in a class are writing letters . there are twice as many girls as boys in the class , and each girl writes n0 more letters than each boy . if boys write n1 of the n2 total letters written by the class , how many letters does each boy write ?	multiply ( n0 , n1 ) | multiply ( n0 , const_2 ) | subtract ( n2 , #0 ) | divide ( #2 , #1 ) | divide ( n1 , #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 . if the amount of the import tax that the merchant paid was $ n2 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( n1 , #1 ) | divide ( #2 , const_1000 ) | floor ( #3 )
a special municipal payroll tax charges not tax on a payroll less than $ n5 , n4 and only n2 % on a company no_ascii_32 s payroll above $ n5 , 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 )
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 )
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 )
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 farm has chickens , cows and sheep . there are n0 times the number of chickens and cows than sheep . if there are more cows than chickens or sheep , and together , cows and chickens have a total of n1 feet and heads , how many sheep live at the farm ?	subtract ( n0 , const_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 )
there are n0 students in a school and among them n2 % 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 )
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 . if the amount of the import tax that the merchant paid was $ n2 , what was the total value of the item ?	divide ( n0 , const_100 ) | divide ( n2 , #0 ) | add ( n1 , #1 )
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 were planted ?	multiply ( n0 , n1 ) | multiply ( n1 , n1 ) | subtract ( #0 , n0 ) | subtract ( #1 , n2 ) | divide ( #2 , #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 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 )
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 )
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 )
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 )
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 )
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 )
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 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 )
two men are going along a track rail in the opposite direction . one goods train crossed the first person in n0 sec . after n1 min the train crossed the other person who is coming in opposite direction in n2 sec . after the train has passed , when the two persons will meet ?	divide ( n2 , const_2 ) | multiply ( n1 , const_60 ) | multiply ( #0 , #1 ) | divide ( #2 , const_60 )
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 )
in an electric circuit , two resistors with resistances n0 ohm and n1 ohm 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 the value ?	add ( n0 , n1 ) | multiply ( n0 , n1 ) | divide ( #1 , #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 the faculty of reverse - engineering , n0 second year students study numeric methods , n2 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 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 )
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 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 )
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 )
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 )
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 , 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 )
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 , const_3 ) | power ( n3 , const_3 ) | multiply ( #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 , const_2 ) | add ( #1 , const_1 ) | multiply ( n4 , #0 ) | multiply ( #2 , #3 ) | divide ( #4 , n3 ) | divide ( #5 , #5 )
last year the range of the annual bonus of the n4 employees at company x was $ n1 . if the annual bonus of each of the n4 employees this year is n3 percent greater than it was last year , what is the range of the annual bonus of the n4 employees this year ?	divide ( n3 , const_100 ) | add ( #0 , const_1 ) | multiply ( n1 , #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 )
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 )
on a ranch , a rancher can place a loop of rope , called a lasso , once in every n1 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 )
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 )
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 )
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 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 )
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 )
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 )
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 )
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 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 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 )
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 )
oil cans x and y are right circular cylinders and the height and radius of y are each n3 times those of x . if the oil in can x filled to capacity sells for $ n2 , how much does the oil in y sell for if y is only n2 / n3 th filled ?	power ( n0 , n1 ) | multiply ( n0 , #0 )
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 )
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 )
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 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 )
n0 oz of juice p and n1 oz of juice v are mixed to make smothies x and y . the ratio of p to v 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 ?	multiply ( n1 , n3 )
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 : 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 )
company a imported n0 , n1 widgets made of either brass or aluminum . the widgets are painted blue , red or green . if n2 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 )
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 , n1 ) | subtract ( #4 , #5 ) | add ( #7 , #8 ) | multiply ( #4 , #7 ) | add ( #10 , #3 ) | subtract ( #11 , #12 ) | divide ( #13 , #9 )
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 )
tough and tricky questions : word problems . operation # is defined as : a # b = n2 a ^ n3 + n2 b ^ n3 + n5 ab for all non - negative integers . what is the value of ( a + b ) + n5 , when a # b = n6 ?	divide ( n6 , n0 ) | sqrt ( #0 ) | add ( n4 , #1 )
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 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 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 )
company a imported n2 , n1 widgets made of either brass or aluminum . the widgets are painted blue , red or green . if n2 percent of the widgets are made of brass and of those n3 percent are painted red and n4 percent are painted blue how many brass widgets painted green 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 )
n0 oz of juice p and n1 oz of juice t are mixed to make smothies x and y . the ratio of p to t 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 ?	multiply ( n1 , n2 ) | multiply ( n2 , n5 ) | subtract ( #0 , n0 ) | subtract ( #1 , n3 ) | divide ( #2 , #3 ) | subtract ( n0 , #4 )
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 )
shahrukh starts from barabanki to fatehpur , n0 hour after ajay starts . shahrukh meets kajol n1 hours after shahrukh starts . if the speed of shahrukh is at least n2 km / h faster than the speed of kajol . what is the minimum speed of shahrukh to overtake ajay , before he meets kajol ?	add ( const_1 , const_4 ) | multiply ( n2 , const_3 ) | add ( #0 , const_3 ) | multiply ( #1 , const_10 ) | subtract ( #3 , #1 ) | divide ( #4 , #2 )
a university cafeteria offers n0 flavors of pizza - pork , gobi - manjurian , 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 , n0 )
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 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 n3 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 )
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 )
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 )
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 )
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 t 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 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 )
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 )
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 )
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 )
when working alone , painter w can paint a room in n0 hours , and working alone , painter x can paint the same room in e 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 e ?	add ( n0 , n1 ) | subtract ( n2 , n0 ) | divide ( const_1 , #0 ) | add ( #2 , #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 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 )
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 )
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 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 )
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 seaside 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 ?	multiply ( n0 , n1 ) | divide ( #0 , const_100 ) | subtract ( n0 , #1 ) | multiply ( #2 , const_100 ) | divide ( #3 , n2 ) | subtract ( #4 , n0 )
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 w 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 )
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 )
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 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 percent z 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 )
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 )
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 )
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 )
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 ( n2 , n3 ) | add ( n0 , n1 ) | divide ( n5 , #0 ) | divide ( n4 , #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 )
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 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 )
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 )
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 )
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 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 )
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 )
x , y , and z are all unique numbers . if x is chosen randomly from the set { n0 , n1 } and y and z are chosen randomly from the set { n2 , n3 , n4 , n5 } , 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 )
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 )
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 )
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 )
students of n7 different classes appeared in common examination . pass average of n1 students of first class was n2 % , pass average of n3 students of second class was n4 % and pass average of n5 students of third class was n6 % then what will be the pass average of all students of n7 classes ?	add ( n1 , n3 ) | multiply ( n1 , n2 ) | multiply ( n3 , n4 ) | multiply ( n5 , n6 ) | add ( n5 , #0 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | add ( #5 , #6 ) | add ( #8 , #7 ) | multiply ( #9 , const_100 ) | divide ( #10 , #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 )
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 t applicants majored in political science and had a gpa higher than n6 ?	add ( n1 , n4 ) | subtract ( n0 , #0 ) | subtract ( n2 , #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 )
a is a working partner and b is a sleeping partner in a business . a puts in n4 , 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 b 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 )
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 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 a certain customer parked his 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 )
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 )
last year the price range ( per kg ) for n2 varieties of apples in wholesale market was $ n2 . if the prices of each of the n2 varieties increased by n3 percent this year over what it was last year , what is the range of the wholesale prices of the n4 varieties of apples this year ?	add ( n3 , const_100 ) | divide ( #0 , const_100 ) | multiply ( n0 , #1 )
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 , n0 ) | multiply ( n0 , #1 )
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 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 , n0 ) | multiply ( n0 , #1 )
a and b can finish a work together in n0 days , and b and c together in n1 days . if a alone works for n2 days and then b alone continues for n3 days , then remaining work is done by c in n4 days . in how many days can c alone finish the complete work ?	add ( n2 , n4 ) | divide ( n2 , n0 ) | divide ( const_2 , n1 ) | add ( #1 , #2 ) | subtract ( #0 , n3 ) | subtract ( const_1 , #3 ) | divide ( #5 , #4 ) | divide ( const_1 , #6 )
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 )
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 )
it will take n0 days for mary to complete a certain task alone . she worked for n1 days before she was joined by her sister . both of them completed the remaining task in n2 and half days . if her sister had joined her when she started the task , how many days would it have taken ?	divide ( const_1 , n1 ) | divide ( const_1 , n0 ) | divide ( #0 , #1 ) | add ( #2 , const_3 )
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 )
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 a class of n0 students , n1 play baseball , n2 play cricket and n3 play football . n4 play both baseball and cricket , n5 play cricket and football and n6 play baseball and football . if n7 students do not play any of these given sports , how many students play exactly two of these sports ?	add ( n1 , n2 ) | add ( n4 , n5 ) | add ( n3 , #0 ) | add ( n6 , #1 ) | subtract ( #2 , #3 ) | add ( n7 , #4 ) | subtract ( n0 , #5 ) | subtract ( n4 , #6 ) | subtract ( n5 , #6 ) | subtract ( n6 , #6 ) | add ( #7 , #8 ) | add ( #10 , #9 )
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 )
it takes ten 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 )
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 )
the price of an item is discounted n6 percent on day n7 of a sale . on day n2 , the item is discounted another n6 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 )
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 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 )
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 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 , n0 ) | multiply ( n0 , #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 )
concentrated apples juice comes inside a cylinder tube with a radius of n0 inches and a height of n1 inches . the tubes are packed into wooden boxes , each with dimensions of n2 inches by n3 inches by n4 inches . how many tubes of concentrated apples juice , at the most , can fit into n5 wooden boxes ?	add ( const_1 , const_10 ) | add ( const_3 , const_4 ) | multiply ( n2 , n3 ) | power ( n0 , const_2 ) | multiply ( n4 , #2 ) | multiply ( #0 , const_2 ) | divide ( #5 , #1 ) | multiply ( n5 , #4 ) | multiply ( #6 , #3 ) | multiply ( n1 , #8 ) | divide ( #7 , #9 ) | subtract ( #10 , n3 )
the marked price of a book is n0 % more than the cost price . after the book is sold , the vendor realizes that he had wrongly raised the cost price by a margin of n1 % . if the marked price of the book is rs . n2 , what is the original cost price of the book ?	divide ( n0 , const_100 ) | divide ( n1 , const_100 ) | add ( #0 , const_1 ) | add ( #1 , const_1 ) | divide ( n2 , #2 ) | divide ( #4 , #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 )
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 )
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 )
the length of a rectangle is two - seventh 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_3 , const_4 ) | sqrt ( n0 ) | divide ( const_2 , #0 ) | multiply ( #2 , #1 ) | rectangle_area ( n1 , #3 )
a boat takes n0 hours for travelling downstream from point a to point b and coming back to a point c which is at 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 )
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 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 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 )
in plutarch enterprises , n0 % of the employees are marketers , n1 % are engineers , and the rest are managers . marketers make an average salary of $ n2 a year , and engineers make an average of $ n4 . what is the average salary for managers if the average for all employees is also $ n4 ?	add ( n0 , n1 ) | multiply ( n3 , const_100 ) | multiply ( n0 , n2 ) | multiply ( n1 , n3 ) | add ( #2 , #3 ) | subtract ( const_100 , #0 ) | subtract ( #1 , #4 ) | divide ( #6 , #5 )
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 h ?	add ( n2 , n3 ) | divide ( n2 , #0 ) | sqrt ( #1 ) | subtract ( const_1 , #2 ) | divide ( n0 , #3 )
a green grocer received a boxful of tomatoes and on opening the box found that several had gone bad . he then counted them up so that he could make a formal complaint and found that n0 were mouldy , which was n1 per cent of the total contents of the box . how many tomatoes were in the box ?	multiply ( n0 , const_4 ) | multiply ( #0 , const_2 ) | subtract ( #1 , const_100 )
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 )
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 )
the distance between two cities a and b is n0 km . a train starts from a at n1 a . m . and travels 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 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 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 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 )
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 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 )
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 )
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 )
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 , 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 n3 hours after a . if b and k overtake a at the same instant , how many hours after a did k start ?	multiply ( n0 , n3 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | add ( n3 , #2 ) | multiply ( n0 , #3 ) | divide ( #4 , n2 )
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 )
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 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 )
n0 - twentieths of the members of a social club are retirees who are also bridge players , n1 - twentieths of the members are retirees , and one - half of the members are bridge players . if n2 of the members are neither retirees nor bridge players , what is the total number of members in the social club ?	multiply ( n1 , const_4 ) | subtract ( n2 , #0 ) | multiply ( #1 , const_2 )
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 )
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 )
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 )
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 q 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 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 rs . n3 and that of y was rs . n4 , in which year commodity x will cost n5 paise more than the 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 )
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 )
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 , b and c invests rs . n0 , rs . n1 and rs . n2 in a business . after one year c removed his money ; a and b continued the business for two more year . if the net profit after n3 years be rs . n4 , then c ' 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 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 fourth , starting with the fourth , 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 )
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 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 , 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 ? a . n5 b . n6	divide ( n0 , n3 ) | divide ( n0 , n1 ) | multiply ( #1 , #0 ) | add ( #0 , #2 ) | add ( #3 , const_1 ) | divide ( n4 , #4 ) | multiply ( #5 , #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 )
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 )
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 )
rakesh ' s mathematics test had n0 problems , n1 arithmetic , n2 algebra , n3 geometry problems . although he answered n4 % of arithmetic , n5 % of arithmetic and n7 % of geometry problems correctly , still he got less than n7 % problems right . how many more questions he would have to answer more to get passed ?	multiply ( n0 , n6 ) | multiply ( n1 , n4 ) | multiply ( n2 , n5 ) | multiply ( n3 , n6 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | divide ( #3 , const_100 ) | add ( #5 , #6 ) | add ( #8 , #7 ) | subtract ( #4 , #9 )
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 / n4 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 )
shruti purchased several number of n3 articles p , q and r in the proportion n3 : n2 : n3 . if the unit costs of the articles p , q and r are n4 , rs . n5 and rs . n6 respectively , how many articles of q must have been purchased in the total purchases of rs . n7 ?	multiply ( n0 , n4 ) | multiply ( n2 , n5 ) | multiply ( n0 , n6 ) | add ( #0 , #1 ) | add ( #3 , #2 ) | divide ( n7 , #4 ) | multiply ( n2 , #5 )
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 sum of rs . n0 is lent at simple interest of n1 % p . a . for the first month , n2 % p . a . for the second month , n3 % p . a . for the third month and so on . what is the total amount of interest earned at the end of the year approximately	multiply ( const_12 , const_2 ) | power ( n1 , const_12 ) | subtract ( #1 , const_1 ) | multiply ( n1 , #2 ) | divide ( #3 , #0 )
robert left from a pvt company . management hold his salary rs . n0 / - for one month . earlier robert borrowed rs . n1 / - from company . but robert forget that . after one month robert asked his salary and accountant gives rs . n2 / - to him . what is the incentive amount given to robert ?	subtract ( n2 , n1 )
marty ' s pizza shop guarantees that their pizzas all have at least n0 % of the surface area covered with toppings , with a crust of uniform width surrounding them . if you order their best seller no_ascii_77 a circular pizza with a diameter of n1 inches no_ascii_77 what is the maximum width you can expect to see for the crust ?	divide ( n1 , const_2 ) | circle_area ( #0 ) | multiply ( n0 , #1 ) | divide ( #2 , const_100 ) | divide ( #3 , const_pi ) | sqrt ( #4 ) | multiply ( #5 , const_2 ) | subtract ( n1 , #6 ) | divide ( #7 , const_2 )
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 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 )
in bangalore there is a well known science institute . during a visit i asked two of the men to tell me their ages . one replied , ' one of our ages subtracted from the other ' s equal n0 . ' then the other man spoke . ' our ages multiplied together equal n1 . ' what were their ages ?	multiply ( n0 , n1 ) | divide ( #0 , const_4 ) | divide ( #1 , const_2 )
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 )
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 )
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 )
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 )
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 )
n8 pounds of n9 grass seed contain n2 percent herbicide . a different type of grass seed , n7 , which contains n7 percent herbicide , will be mixed with n8 pounds of n9 grass seed . how much grass seed of type n7 should be added to the n8 pounds of n9 grass seed so that the mixture contains n10 percent herbicide ?	multiply ( n0 , n10 ) | subtract ( n3 , n10 ) | subtract ( #0 , n0 ) | divide ( #2 , #1 )
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 )
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 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 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 )
niall ' s income is n2 % less than rex ' s income , and sam ' s income is n1 % less than niall ' s income . if rex gave n2 % of his income to sam and n3 % of his income to niall , niall ' s new income would be what fraction of sam ' s new income ?	add ( n3 , n3 ) | add ( #0 , const_10 ) | 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 )
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 )
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 )
the pressure someone experiences as he or she dives deeper and deeper in the ocean increases linearly . on the surface , the pressure is close to n0 pounds per square inch . n1 feet below the surface , the pressure is n2 pounds . if n3 pounds per sq inch can crush your bones , what depth is extremely dangerous for humans ?	multiply ( const_3 , const_4 ) | subtract ( n3 , n0 ) | subtract ( n2 , n0 ) | multiply ( n1 , #0 ) | divide ( #2 , #3 ) | divide ( #1 , #4 ) | divide ( #5 , #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 )
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 certain group of n0 developers , n1 developers code only in python and the rest program in either ruby on rails or php - but not both . if a developer organization is to choose a n2 - member team , which must have at least n3 developer who codes in python , how many different programming teams can be chosen ?	factorial ( n0 ) | factorial ( n2 ) | subtract ( n0 , n2 ) | subtract ( n0 , n1 ) | factorial ( #2 ) | factorial ( #3 ) | multiply ( #1 , #1 ) | divide ( #5 , #6 ) | multiply ( #4 , #1 ) | divide ( #0 , #8 ) | subtract ( #9 , #7 )
a tank holds x gallons of a saltwater solution that is n1 % 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 )
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 )
in a fuel station the service costs $ n0 per car , every liter of fuel costs n1 $ . assuming that you own n2 limos and n3 fleet vans and all fuel tanks are empty . how much will it cost to fuel all cars together if a limo tank is n4 liters and an fleet van tank is n5 % bigger ?	multiply ( n1 , n3 ) | multiply ( n2 , #0 )
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 )
the bus fare for two persons for travelling between agra and aligarh id n0 - thirds the train fare between the same places for one person . the total fare paid by n1 persons travelling by bus and n2 persons travelling by train between the two places is rs . n3 . find the train fare between the two places for one person ?	divide ( n1 , const_2 ) | divide ( n0 , const_3 ) | multiply ( #0 , #1 ) | add ( n2 , #2 ) | divide ( n3 , #3 )
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 )
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 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 )
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 ( const_1 , #0 ) | divide ( n6 , #1 ) | divide ( #2 , #1 )
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 )
a right circular cone is exactly fitted inside a cube in such away that the edges of the base of the cone are touching the edges of one of the faces of the cube and the vertex is on the opposite face of the cube . if the volume of the cube is n0 cc , what approximately is the volume of the cone ?	cube_edge_by_volume ( n0 ) | divide ( #0 , const_2 ) | volume_cone ( #1 , #0 )
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 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 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 )
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 e in the nature reserve are not hawks , paddyfield - warblers , or kingfishers ?	add ( n2 , n2 ) | divide ( #0 , const_2 ) | add ( #1 , const_10 )
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 )
n0 distinct single digit no a , b , c are in g . p . if abs ( x ) for real x is the absolute value of x ( x if x is positive or zero , and x if x is negative ) , then the no . of different possible values of abs ( a + b - c ) is	add ( n0 , const_2 )
mr . jones gave n0 % of the money he had to his wife . he also gave n1 % of the remaining amount to his n2 sons . and 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 )
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 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 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 )
tough and tricky questions : work / rate problems . a group of n0 junior lawyers require n1 hours to complete a legal research assignment . how many hours would it take a group of n2 legal assistants to complete the same research assignment assuming that a legal assistant works at two - thirds the rate of a junior lawyer ? source : chili hot gmat	divide ( const_2 , const_3 ) | multiply ( n2 , #0 ) | multiply ( n1 , #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 )
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 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 )
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 )
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 )
you have to send n0 grapes n2 kilometers from grapecity to appleland . your truck can carry n2 grapes at a time . every time you travel a kilometer towards appleland you must pay a tax of n3 grape but you pay nothing when going in the other direction ( towards grapecity ) . what is highest number of grapes you can get to appleland ?	divide ( n1 , const_3 ) | divide ( n1 , const_2 ) | floor ( #0 ) | subtract ( n1 , #2 ) | subtract ( #3 , #1 ) | subtract ( n1 , #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 )
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 )
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 , 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 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 n0 : n2 and n2 : n9 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 , const_2.0 ) | add ( #0 , #2 )
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 )
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 )
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 )
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 )
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 )
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 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 )
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 )
usc invited each south carolina high school to send up to n0 students to watch a football game . a section which has n1 seats in each row is reserved for those students . what is the least number of rows needed to guarantee that if n2 students show up , then all students from the same high school can be seated in the same row ?	divide ( n2 , n1 ) | add ( #0 , 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 )
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 )
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 )
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 )
tanks p and b are each in the shape of a right circular cylinder . the interior of tank p 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 p is what percent of the capacity of tank b ?	divide ( n1 , const_2 ) | divide ( n0 , const_2 ) | divide ( #0 , const_pi ) | divide ( #1 , const_pi ) | volume_cylinder ( #2 , n0 ) | volume_cylinder ( #3 , n1 ) | divide ( #4 , #5 ) | multiply ( #6 , 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 )
two friends c and d leave point c and point d simultaneously and travel towards point d and point c on the same route at their respective constant speeds . they meet along the route and immediately proceed to their respective destinations in n0 minutes and n1 minutes respectively . how long will d take to cover the entire journey between point d and point c ?	multiply ( n0 , n1 ) | sqrt ( #0 ) | add ( n1 , #1 )
a certain scholarship committee awarded scholarships in the amounts of $ n9 , $ n7 and $ n10 . the committee awarded twice as many $ n7 scholarships as $ n10 and it awarded n5 times as many $ n9 scholarships as $ n7 scholarships . if the total of $ n8 was awarded in $ n9 scholarships , how many $ n10 scholarships were awarded ?	divide ( n8 , n0 ) | multiply ( n5 , const_2 ) | divide ( #0 , #1 )
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 )
x , y , and z are all unique numbers . if x is chosen randomly from the set { n0 , n1 , n2 , n3 , n4 , n5 } and y and z are chosen randomly from the set { n6 , n7 , n8 , n9 } , 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 )
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 james , david and charlie divide $ n1 amongs them in such a way that if $ n2 , $ n6 and $ n4 are removed from the sums that james , david 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 ( n3 , n5 ) | add ( n4 , #0 ) | add ( n7 , #1 ) | subtract ( n1 , #2 ) | divide ( #4 , #3 ) | multiply ( n7 , #5 ) | add ( n4 , #6 ) | add ( #7 , #5 ) | add ( #8 , #5 ) | add ( #9 , #5 ) | add ( #10 , #5 )
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 )
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 )
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 b crumbs to the anthill , how many crumbs will amy bring to the anthill , in terms of b ?	divide ( const_1 , const_2 ) | add ( #0 , const_1 ) | multiply ( #1 , const_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 )
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 )
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 k 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	multiply ( n1 , const_2 ) | multiply ( n0 , n1 ) | add ( #0 , #1 ) | subtract ( #2 , const_10 )
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 . )	multiply ( n1 , const_100 ) | add ( n0 , #0 ) | add ( n2 , #1 ) | divide ( #2 , const_2 ) | multiply ( n3 , #3 )
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 )
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 )
alan buys n0 tvs , a n1 inch , a n8 inch , a n9 inch , and a n4 inch , for his new house . each tv costs $ n7 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 )
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 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 w percent of the list price is the lowest possible sale price ?	divide ( n3 , const_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 , const_100 ) | multiply ( #4 , const_100 )
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 )
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 y percent of the list price is the lowest possible sale price ?	divide ( n3 , const_2 )
lamp a flashes every n5 seconds , lamp b flashes every n1 seconds , lamp c flashes every n2 seconds . at a certain instant of time all n3 lamps flash simultaneously . during the period of n5 minutes after that how many times will exactly two lamps flash ? ( please include any flash of exactly two lights which occurs at the n5 minute mark . )	lcm ( n0 , n1 ) | lcm ( n0 , n2 ) | lcm ( n1 , n2 ) | multiply ( n0 , const_60 ) | divide ( #3 , #0 ) | divide ( #3 , #1 ) | divide ( #3 , #2 ) | lcm ( n2 , #0 ) | add ( #4 , #5 ) | divide ( #3 , #7 ) | add ( #8 , #6 ) | multiply ( n3 , #9 ) | subtract ( #10 , #11 )
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 store sells n0 kinds of jelly beans mixes ( a and b ) both made up of red and yellow beans . if b contains n1 % more red beans than a but n2 % fewer yellow beans . and jar a contains twice as many red beans as yellow by what percent is the number of beans in jar b larger than the number in jar a	add ( n1 , const_100 ) | subtract ( const_100 , n2 ) | add ( #0 , #1 ) | divide ( #2 , const_100 ) | subtract ( #3 , const_2 ) | multiply ( #4 , const_100 )
the circumferences of the fore and hind - wheels of a carriage are n1 2 / n2 and n4 3 / n5 meters respectively . a chalk mark is put on the point of contact of each wheel with the ground at any given moment . how far will the carriage have travelled so that their chalk marks may be again on the ground at the same time ?	multiply ( n3 , n5 ) | add ( n3 , #0 )
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 )
pipe p can drain the liquid from a tank in n2 / 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 )
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 )
an astronomer noted that a grouping of red giant stars had an average solar mass of n0 m each , and a grouping of white dwarf stars had an average solar mass of n1 m each . if the astronomer calculated the total solar mass of both groupings to be n2 m , what total number of red giant stars and white dwarf stars did the astronomer note ?	add ( const_2 , const_4 ) | multiply ( n1 , #0 ) | subtract ( n2 , #1 ) | divide ( #2 , n0 ) | add ( #0 , #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 )
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 w this college graduate has a graduate degree ?	divide ( n0 , n1 ) | divide ( n2 , n3 ) | divide ( #0 , #1 ) | add ( #2 , n0 ) | divide ( #2 , #3 )
in a certain game , a large container is filled with red , yellow , green , and blue beads worth , respectively , n0 , n1 , n2 , and n3 points each . a number of beads are then removed from the container . if the product of the point values of the removed beads is n4 , n5 , how many red beads were removed ?	multiply ( n2 , const_1 ) | divide ( #0 , const_1 )
a certain quantity is measured on two different scales , the t - scale and the s - scale , that are related linearly . measurements on the t - scale of n0 and n1 correspond to measurements on the s - scale of n2 and n3 , respectively . what measurement on the t - scale corresponds to a measurement of n4 on the s - scale ?	subtract ( n4 , n3 ) | subtract ( n3 , n2 ) | subtract ( n1 , n0 ) | divide ( #0 , #1 ) | multiply ( #3 , #2 ) | add ( n1 , #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 )
points a , b , and , c have xy - coordinates ( n0 ) , ( n1 ) , and ( n2 ) , respectively . points x , y , and z have xy - coordinates ( n3 ) , ( n4 ) , and ( n5 ) , respectively . what fraction c of the area of triangle abc is the area of triangle xyz ?	multiply ( const_4 , const_4 ) | multiply ( const_2 , const_4 ) | divide ( #0 , const_2 ) | subtract ( n0 , #1 ) | divide ( #3 , const_2 ) | multiply ( #4 , #3 ) | divide ( #2 , #5 )
in the game of dubblefud , red 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 doubles the number of green chips , how many red chips are in the selection ?	multiply ( n0 , const_3 ) | power ( n0 , n1 ) | power ( n0 , const_3 ) | power ( n2 , const_3 ) | multiply ( #1 , #2 ) | power ( const_2 , #0 ) | multiply ( #4 , #3 ) | multiply ( #5 , #3 ) | divide ( #6 , #7 )
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 )
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 )
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 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 )
a certain tests consists n0 sections with n3 questions , numbered from n2 to n3 , in each section . if a student answered all of the even - numbered questions correctly and n4 / n5 of the odd - numbered questions correctly , what was the total number of questions he answered correctly ? a . n6 b . n7 c . n8 d . n9 e . n10	divide ( n4 , n5 ) | multiply ( n0 , n1 ) | divide ( #1 , const_2 ) | multiply ( #2 , #0 ) | add ( #2 , #3 )
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 )
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 )
two trains leave the train station at the same time . one train , on the blue line , heads east - while the other , on the red line , heads west . if the train on the blue line averages n1 km / hr and the other train averages n1 km / hr - how long will it take for the trains to be n2 km apart ?	divide ( n2 , const_2 ) | divide ( #0 , n0 )
consider the sets tn = { n , n + n4 , n + n5 , n + n6 , n + n3 ) , where n = n4 , n5 , n6 , no_ascii_6 , n7 . how many of these sets contain n9 or any integral multiple thereof ( i . e . , any one of the numbers n9 , n10 , n11 , no_ascii_6 ) ?	add ( const_2 , const_3 ) | divide ( #0 , n8 ) | multiply ( n7 , #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 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 )
a merchant gets a n7 % 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 )
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 )
monica planned her birthday party . she prepared n0 muffins for each of her guests and kept aside two additional muffins in case someone will want extra . after the party , it turned out that one of the guests did n ' t come but every one of the guests that did come ate n2 muffins and n2 muffins remained . how many guests did monica plan on ?	add ( n1 , n1 ) | subtract ( #0 , const_2 ) | divide ( #1 , n0 )
a merchant gets a n7 % 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 ( n4 , const_3 ) | multiply ( #0 , const_100 )
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 greater than the quantifying chopped by tommy ? .	divide ( const_3.0 , const_2.0 ) | divide ( const_2.0 , n1 ) | subtract ( #0 , #1 ) | divide ( #2 , #1 ) | multiply ( #3 , const_100 )
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 )
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 , n0 ) | divide ( #3 , n0 ) | divide ( #4 , n0 )
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 )
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 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 )
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 )
three pipes a , b and c can fill a tank from empty to full in n0 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 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 )
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 )
two cars are traveling in the same direction along the same route . the red car travels at a constant speed of n2 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 )
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 ` s the approximate number of fish in the pond ?	divide ( n2 , n1 ) | divide ( n0 , #0 )
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 , const_100 ) | multiply ( n0 , n1 ) | multiply ( n0 , #0 ) | multiply ( n3 , #2 ) | add ( #1 , #3 )
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 )
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 )
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 )
three pipes a , b and c can fill a tank from empty to full in n0 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 )
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 w at the restaurant ? ( assume that all boxes are filled to capacity . )	multiply ( n1 , const_2 ) | multiply ( 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 )
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 )
city a and city b are n0 miles apart . train c departs city a , heading towards city b , at n4 : n2 and travels at n5 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 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 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 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 )
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 )
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 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 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 )
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 and b enterd into a partnership investing rs . n0 and rs . n1 respectively . after n5 months , a withdrew rs . n4 while b invested rs . n4 more . after n5 more months . c joins the business with a capital of rs . n6 . the share of b exceeds that of c , out of a total profit of rs . n7 after one year by	add ( n1 , n3 ) | multiply ( n1 , n2 ) | multiply ( n0 , n2 ) | subtract ( const_12 , n2 ) | subtract ( n0 , n3 ) | multiply ( #0 , #3 ) | multiply ( #4 , #3 ) | subtract ( #3 , n2 ) | add ( #1 , #5 ) | add ( #2 , #6 ) | multiply ( n6 , #7 ) | add ( #9 , #8 ) | add ( #11 , #10 ) | divide ( #8 , #12 ) | divide ( #10 , #12 ) | multiply ( n7 , #13 ) | multiply ( n7 , #14 ) | subtract ( #15 , #16 )
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 )
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 t ?	multiply ( n0 , n3 )
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 )
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 deep blue paint contains n0 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 ( n5 , #1 )
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 )
on a certain day , tim invested $ n0 , n4 at n2 percent annual interest , compounded annually , and lana invested n7 , n4 at n5 percent annual interest , compounded annually . the total amount of interest earned by tim no_ascii_32 s investment in the first n7 years was how much greater than the total amount of interest earned by lana no_ascii_32 s investment in the first n7 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 )
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 )
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 )
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 )
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 , n6 ) | multiply ( n3 , #0 ) | add ( n3 , #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 bil 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 )
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 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 )
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 closed cylindrical tank contains n0 pie cubic feet of water and its filled to half its capacity . when the tank is placed upright on its circular base on level ground , the height of water in the tank is n1 feet . when the tank is placed on its side on level ground , what is the height , in feet , of the surface of the water above the ground ?	multiply ( n0 , const_pi ) | divide ( #0 , n1 ) | divide ( #1 , const_pi ) | sqrt ( #2 )
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 )
david and lewis leave chennai for tirupati 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 tirupati 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 ?	multiply ( n1 , const_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 )
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 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 )
of the families in city x in n6 , 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 n6 , and the total number of families in city x was n5 percent greater in n6 than it was in n8 . 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 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 )
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 )
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 r 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 )
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 )
susan drives from city a to city b . after two hours of driving she noticed that she covered n0 km and calculated that , if she continued driving at the same speed , she would end up been n1 minutes late . so she increased her speed by n2 km / hr and she arrived at city b n3 minutes earlier than she planned . find the distance between cities a and b .	divide ( n3 , const_60 ) | divide ( n0 , const_2 ) | divide ( n1 , const_60 ) | add ( n2 , #1 ) | divide ( const_1 , #1 ) | divide ( n0 , #3 ) | divide ( const_1 , #3 ) | subtract ( #0 , #5 ) | subtract ( #4 , #6 ) | add ( #7 , const_2 ) | subtract ( #9 , #2 ) | divide ( #10 , #8 ) | add ( #11 , const_100 )
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 )
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 )
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 )
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 cyclist , 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 )
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 )
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 )
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 )
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 )
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 )
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 )
adam 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 ) | multiply ( n3 , n4 ) | multiply ( const_1000 , const_12 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | divide ( #2 , const_100 ) | add ( #4 , #5 ) | add ( #7 , #6 ) | divide ( n5 , #8 ) | subtract ( #9 , #3 )
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 e 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 )
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 , n8 , and n9 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 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 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 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 )
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 )
{ - n11 , - n9 , - n15 , - n12 , - n7 , - n5 , n16 , n7 , n12 , 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 ?	multiply ( n1 , n14 ) | divide ( n5 , #0 )
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 )
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 )
paul ' s income is n3 % less than rex ' s income , quentin ' s income is n1 % less than paul ' s income , and sam ' s income is n3 % 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 )
one day , connie plays a game with a fair n5 - sided die . connie rolls the die until she rolls a n5 , at which point the game ends . if she rolls a n5 on her first turn , connie wins n5 dollars . for each subsequent turn , connie wins n4 n5 of the amount she would have won the previous turn . what is connie ' s expected earnings from the game ?	subtract ( n0 , n4 ) | divide ( #0 , n0 ) | divide ( #1 , n0 ) | subtract ( const_1 , #2 ) | divide ( const_1 , #3 )
mr . x , a mathematician , defines a number as ' connected with n7 if it is divisible by n7 or if the sum of its digits is n7 , or if n7 is one of the digits of the number . other numbers are all ' not connected with n7 ' . as per this definition , the number of integers from n5 to n6 ( both inclusive ) which are not connected with n7 is	add ( const_10 , const_3 ) | add ( #0 , const_4 ) | subtract ( n6 , #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 , paul ' 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 )
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 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 )
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 )
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 )
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 / 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 ( const_2 , const_3 ) | subtract ( const_1 , #0 ) | divide ( n6 , #3 ) | divide ( #4 , #1 ) | divide ( #5 , #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 )
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 )
at scratch and dents rent - a - car , it costs $ n0 a day plus $ n1 per mile to rent a car . at rent - a - lemon , the charge is $ n2 a day plus $ n3 per mile . if you need to rent a car for n4 days , how many miles ( to nearest tenth ) must you drive for a car from both agencies to cost the same amount ?	multiply ( n0 , n4 ) | multiply ( n2 , n4 ) | subtract ( n3 , n1 ) | 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 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 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_1 , 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 )
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 )
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 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 )
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 sprinter starts running on a circular path of radius r metres . her average speed ( in metres / minute ) is no_ascii_35 r during the first n0 seconds , no_ascii_35 r / n3 during next one minute , no_ascii_35 r / n5 during next n3 minutes , no_ascii_35 r / n4 during next n5 minutes , and so on . what is the ratio of the time taken for the nth round to that for the previous round ?	power ( n1 , n2 )
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 n2 % 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 )
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 )
jolene entered an n9 - month investment contract that guarantees to pay n1 percent interest at the end of n5 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 )
ramu rides his bike at an average speed of n0 km / hr and reaches his desitination in n1 hours . somu covers the same distance in n2 hours . if ramu covered his journey at an average speed which was n3 km / hr less and somu covered his journey at an average speed which was n4 km / hr more , then the difference in their times taken to reach the destination would be ( in minutes ) .	multiply ( n0 , n1 ) | subtract ( n0 , n3 ) | divide ( #0 , #1 ) | divide ( #0 , n2 ) | add ( n4 , #3 ) | divide ( #0 , #4 ) | subtract ( #2 , #5 ) | multiply ( #6 , const_60 )
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 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 )
of the total amount that jill spent on a shopping trip , excluding taxes , she spent n1 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 )
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 )
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 )
a bank pays interest to its customers on the last day of the year . the interest paid to a customer is calculated as n0 % of the average monthly balance maintained by the customer . john is a customer at the bank . on the last day , when the interest was accumulated into his account , his bank balance doubled to $ n1 . what is the average monthly balance maintained by john in his account during the year ?	divide ( n0 , const_2 ) | multiply ( n1 , #0 )
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 )
a trader cheats both his supplier and customer by using faulty weights . when he buys from the supplier , he takes n1 % 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 )
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 )
there is a lot of speculation that the economy of a country depends on how fast people spend their money in addition to how much they save . auggie was very curious to test this theory . auggie spent all of his money in n0 stores . in each store , he spent rs . n1 more than one - half of what he had when he went in . how many rupees did auggie have when he entered the first store ?	multiply ( n1 , const_2 ) | add ( n1 , #0 ) | multiply ( #1 , const_2 ) | add ( n1 , #2 ) | multiply ( #3 , const_2 ) | add ( n1 , #4 ) | multiply ( #5 , const_2 ) | add ( n1 , #6 ) | multiply ( #7 , const_2 )
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 arun no_ascii_32 s opinion , his weight is greater than n0 kg but less than n1 kg . his brother doest not agree with arun and he thinks that arun no_ascii_32 s weight is greater than n2 kg but less than n3 kg . his mother no_ascii_32 s view is that his weight can not be greater than n4 kg . if all are them are correct in their estimation , what is the average of different probable weights of arun ?	subtract ( n4 , const_1 ) | subtract ( #0 , const_1 ) | add ( #0 , #1 ) | add ( n4 , #2 ) | divide ( #3 , const_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 )
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 )
n0 shepherds were watching over the flocks and they were commenting on how many sheep they each had . if ram had n3 more sheep than he would have one less than rahul . wheras akar has the same number as the other n3 shepherds put togeher . if john had n3 less sheep he would have exactly trile the number of ram . if they were evenly distributed if they would each have n4 seep how many sheep did ram have ?	add ( n0 , n1 ) | add ( n0 , const_1 ) | multiply ( n4 , const_2 ) | subtract ( #2 , #0 ) | divide ( #3 , #1 )
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 )
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 ove ( who is also riding on his horse ) coming from the opposite direction in n2 seconds . in how much time after the train has crossed the mike do the john meets to mike ? rtaking the john ( he is riding on the horse ) before it starts overtaking the 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 lady starts from p towards q and realizes that at a point r , if he walks n0 km further he will be at a point s , which is as far away from r as it is from q . what is the distance between p and q if the distance between p and r is half the distance from r to q ? ( assume that p , q , r and s are all on the same straight line )	multiply ( n0 , const_2 ) | divide ( #0 , const_2 ) | add ( #1 , #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 )
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 furniture manufacturer has two machines , but only one can be used at a time . machine w is utilized during the first shift and machine b during the second shift , while both work half of the third shift . if machine w 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 ?	divide ( const_1 , const_2 ) | multiply ( n0 , const_2 ) | multiply ( n1 , const_2 ) | add ( #0 , const_1 ) | divide ( #1 , #3 ) | divide ( #2 , #3 ) | inverse ( #4 ) | inverse ( #5 ) | add ( #6 , #7 ) | inverse ( #8 )
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 )
set q 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 q , 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 ?	log ( n0 )
for a certain art exhibit , a museum sold admission tickets to a group of n0 people every n7 minutes from n2 : n5 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 ( const_3.0 , 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 )
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 )
alice and bob drive at constant speeds toward each other on a highway . alice 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 alice is n3 km away from bob at n2 am , and also n3 km away from bob at n4 am , then how fast is bob driving ( in kilometers per hour ) ?	add ( n1 , n1 ) | subtract ( n4 , n2 ) | divide ( #0 , #1 ) | subtract ( #2 , n0 )
on a partly cloudy day , milton 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 of the total distance did he cover while the sun was shining on him ?	add ( n1 , n1 ) | add ( n1 , #0 ) | add ( #1 , #0 ) | divide ( #2 , const_2 ) | divide ( n0 , #3 )
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 )
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 )
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 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 t produces two kinds of stereos : basic and deluxe . of the stereos produced by company t 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 ?	divide ( n2 , n3 ) | multiply ( n0 , n3 ) | multiply ( n3 , #0 ) | multiply ( #1 , const_1 ) | add ( #3 , #2 ) | divide ( #2 , #4 )
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 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 )
mr . das decided to walk down the escalator of a mall . he found that if he walks down n0 steps , he requires n1 seconds to reach the bottom . however , if he steps down n2 stair she would only require n3 seconds to get to the bottom . if the time is measured from the moment the top step begins to descend to the time he steps off the last step at the bottom , find out the height of the stair way insteps ?	multiply ( const_10 , const_4 ) | subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | divide ( #1 , #2 ) | multiply ( n1 , #3 ) | add ( n0 , #4 ) | subtract ( #5 , #0 )
an angry arjun carried some arrows for fighting with bheeshm . with half the arrows , he cut down the arrows thrown by bheeshm on him and with n0 other arrows he killed the chariot driver of bheeshm . with one arrow each he knocked down respectively the chariot , the flag and the bow of bheeshm . finally , with one more than n1 times the square root of arrows he laid bheeshm unconscious on an arrow bed . find the total number of arrows arjun had .	add ( n0 , n1 ) | power ( #0 , const_2 )
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 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 )
in an examination , the percentage of students qualified to the students appeared from school ' p ' is n0 % . in school ' q ' , the number of students appeared is n1 % more than the students appeared from school ' p ' and the number of students qualified from school ' q ' is n2 % more than the students qualified from school ' p ' . what is the % of students qualified to the number of students appeared from school ' q ' ?	add ( n2 , const_100 ) | add ( n1 , const_100 ) | divide ( n0 , const_100 ) | divide ( #0 , const_100 ) | divide ( #1 , const_100 ) | multiply ( #3 , #2 ) | divide ( #5 , #4 ) | multiply ( #6 , const_100 )
pumps a , b , and c operate at their respective constant rates . pumps a and b , operating simultaneously , can fill a certain tank in n2 / n4 hours ; pumps a and c , operating simultaneously , can fill the tank in n2 / n4 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 ( const_3.0 , n1 ) | add ( n0 , n0 ) | divide ( const_3.0 , n3 ) | add ( #1 , #2 ) | subtract ( #0 , #3 ) | divide ( #4 , n3 )
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 )
the function f ( p ) represents the number of ways that prime numbers can be uniquely summed to form a certain number p such that p = 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 ) ?	divide ( n11 , const_4 ) | add ( #0 , const_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 ( 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 certain barrel , which is a right circular cylinder , is filled to capacity with n0 gallons of oil . the first barrel is poured into a second barrel , also a right circular cylinder , which is empty . the second barrel is twice as tall as the first barrel and has twice the diameter of the first barrel . if all of the oil in the first barrel is poured into the second barrel , how much empty capacity , in gallons , is left in the second barrel ?	power ( const_2 , const_3 ) | multiply ( n0 , #0 ) | subtract ( #1 , n0 )
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 )
mr . shah decided to walk down the escalator of a tube station . he found no_ascii_21 that if he walks down n0 steps , he requires n1 seconds to reach the bottom . however , if he steps down n2 stairs he would only require n3 seconds to get to the bottom . if the time is measured from the moment the top step begins no_ascii_21 to descend to the time he steps off the last step at the bottom , find out the height of the stair way in steps ?	subtract ( n2 , n0 ) | subtract ( n1 , n3 ) | divide ( #0 , #1 ) | multiply ( n1 , #2 ) | add ( n0 , #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 )
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 n3 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 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 )
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 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 )
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 )
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 ( n3 , const_4 ) | multiply ( n2 , const_2 ) | multiply ( #0 , #1 )
mathew is planning a vacation trip to london next year from today for n0 days , he has calculated he would need about $ n5 for expenses , including a round - trip plane ticket from l . a to london . he nets around $ n2 monthly in gross income , after all bills are paid , he is left with about $ n4 each month free for whatever he desires . how much money would mathew need to evenly save from his $ n4 to have $ n5 in his bank within n6 months ?	divide ( n1 , n6 )
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 )
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 thrice 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 )
recently , i decided to walk down an escalator of a tube station . i did some quick calculation in my mind . i found that if i walk down n0 ` ` n1 steps , i require thirty seconds to reach the bottom . however , if i am able to step down thirty ` ` n2 stairs , i would only require eighteen seconds to get to the bottom . if the time is measured from the moment the top step begins to descend to the time i step off the last step at the bottom ?	add ( n0 , n1 ) | multiply ( const_10 , const_3 ) | multiply ( n1 , const_3 ) | add ( n2 , #1 ) | subtract ( #1 , #2 ) | subtract ( #3 , #0 ) | divide ( #5 , #4 ) | multiply ( #6 , #2 ) | add ( #3 , #7 )
ram and shyam start a two - length swimming race at the same moment but from opposite ends of the pool . they swim in lanes at uniform speeds , but hardy is faster than andy . they n2 st pass at a point n1 m from the deep end and having completed one length each n2 is allowed to rest on the edge for exactly n3 sec . after setting off on the return length , the swimmers pass for the n4 nd time just n5 m from the shallow end . how long is the pool ?	multiply ( n1 , const_2 ) | add ( n1 , #0 ) | subtract ( #1 , n5 )
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 f glass on the second day ?	add ( const_1 , const_1 ) | add ( const_1 , const_2 ) | multiply ( n0 , #0 ) | divide ( #2 , #1 )
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 )
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 )
if a train runs at n10 kmph , it reach its destination late by n8 minutes but if it runs at n13 kmph it is late by n11 minutes only . the correct time for a train to complete its journey is ? let the correct time to complete the journey be x min distance covered in ( x + n8 ) min . at n10 kmph distance covered in ( x + n11 ) min . at n13 kmph ( x + n8 ) / n12 * n10 = ( x + n11 ) / n12 * n13 x = n14 min	multiply ( n0 , n9 ) | multiply ( n2 , n9 ) | multiply ( n1 , #0 ) | multiply ( n3 , #1 ) | subtract ( #1 , #0 ) | subtract ( #2 , #3 ) | divide ( #5 , #4 )
oak street begins at pine street and runs directly east for n3 kilometers until it ends when it meets maple street . oak street is intersected every n1 meters by a perpendicular street , and each of those streets other than pine street and maple street is given a number beginning at n2 st street ( one block east of pine street ) and continuing consecutively ( n3 nd street , n4 rd street , etc . . . ) until the highest - numbered street one block west of maple street . what is the highest - numbered street that intersects oak street ?	multiply ( n0 , const_1000 ) | divide ( #0 , n1 ) | subtract ( #1 , const_1 )
miller street begins at baker street and runs directly east for n0 kilometers until it ends when it meets turner street . miller street is intersected every n1 meters by a perpendicular street , and each of those streets other than baker street and turner street is given a number beginning at n2 st street ( one block east of baker street ) and continuing consecutively ( n3 nd street , n4 rd street , etc . . . ) until the highest - numbered street one block west of turner street . what is the highest - numbered street that intersects miller street ?	divide ( n1 , const_1000 ) | divide ( n0 , #0 ) | subtract ( #1 , n2 )
the manufacturer no_ascii_32 s suggested retail price ( msrp ) of a certain item is $ n0 . store a sells the item for n1 percent more than the msrp . the regular price of the item at store b is n2 percent more than the msrp , but the item is currently on sale for n3 percent less than the regular price . if sales tax is n4 percent of the purchase price at both stores , what is the result when the total cost of the item at store b is subtracted from the total cost of the item at store a ?	add ( n1 , const_100 ) | add ( n2 , const_100 ) | subtract ( const_100 , n3 ) | divide ( #0 , const_100 ) | divide ( #2 , const_100 ) | divide ( #1 , const_100 ) | multiply ( n0 , #3 ) | multiply ( n0 , #5 ) | multiply ( #4 , #7 ) | subtract ( #6 , #8 )
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 )
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 n3 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 )
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 higher than the average rental price for all one - bedroom apartments , and if the average rental price for all two - bedroom apartments is $ n1 higher that m , then what percentage of apartments in the building are two - bedroom apartments ?	add ( const_1 , const_3 ) | divide ( const_1 , #0 ) | multiply ( #1 , const_100 )
there are n0 clubs in a full deck of n2 cards . in a certain game , you pick a card from a standard deck of n2 cards . if the card is a club , you win . if the card is not a club , the person replaces the card to the deck , reshuffles , and draws again . the person keeps repeating that process until he picks a club , and the point is to measure how many draws it took before the person picked a club and , thereby , won . what is the probability that one will pick the first club on the forth draw or later ?	subtract ( n1 , n0 ) | divide ( #0 , n1 ) | multiply ( #1 , #1 ) | multiply ( #1 , #2 )
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 higher than the average rental price for all one - bedroom apartments , and if the average rental price for all two - bedroom apartments is $ n1 , n2 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 )
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 n11 % $ n2 - $ n11 , n4 n13 % $ n11 , n7 - - - > he does not earn double commission . that is , if his sales are $ n8 , n15 , he earns n11 % on the first $ n11 , n15 and n13 % on the remaining $ n14 , n15 . his largest paycheck of the year was $ n16 , n17 . what were his sales for that pay period ?	divide ( const_100 , n5 ) | multiply ( const_100 , const_100 ) | multiply ( n1 , const_100 ) | multiply ( n0 , #0 ) | add ( #3 , #1 ) | divide ( #4 , #2 )
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 n1 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 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 )
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 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 )
