if q is a positive integer and q ^ 2 is divisible by 12 , then the largest positive integer that must divide q ^ 3 is
since q is an integer so q can not have a 2 and sqrt 3 ( because squaring this will give us a 2 ^ 2 and 3 ( making the product as 12 , and making q ^ 2 as a multiple of 12 ) ) q ^ 2 is divisible by 12 ( 12 = 2 * 2 * 3 ) , so , q should have at least one 2 and one 3 so that q ^ 2 has a 2 ^ 2 and two 3 so , q will have a 2 and a 3 . or q will be a multiple of 6 so , largest possible integer than should divide q ^ 3 is 6 ^ 3 so , answer will be d
power(divide(12, 2), 3)