find two integers , neither of which ends in a zero , and whose product is exactly 00000
1 , 00,000 = 10 ^ 5 = 10 x 10 x 10 x 10 x 10 = ( 2 x 5 ) x ( 2 x 5 ) x ( 2 x 5 ) x ( 2 x 5 ) x ( 2 x 5 ) = ( 2 ^ 5 ) x ( 5 ^ 5 ) = 32 x 3125 so the numbers are 32 and 3,125 answer : b
add(power(divide(log(multiply(const_100, const_1000)), log(const_10)), subtract(divide(log(multiply(const_100, const_1000)), log(const_10)), const_1)), 0)