Can anyone help solve this?

Question 13 4 out of 4 points Standard factored form expresses an integer a as the product of its prime factors in the following way Where k is a positive integer, e1 through xare positive integers, and p1 through Pk are different prime numbers in increasing size. ind the least positive integer n such that C 25x3 x52 x7xn is a perfect cube. Do NOT atempt to multiply everything ou; no calculator is needed for this problem Write n in standard factored form: al Write the cube root of the resulting product c in standard factored form: [b Question 14 10 out of 10 points Gven a set U (1, 2,3,4,5,6,7,8,91 and three of its subsets as follows Rs(1,2,3,4,5) Compute the results of the following expressions: (al Power set of S-PS)[c ra