The Domain for this question is integers in the range of zero through forty, inclusive. Let P be the set of the numbers between one and forty, inclusive. Let Q be the set of the even numbers between one and forty, inclusive. Let R be the set of numbers n such that n % 5 == 0 (% is modulus.) Let S be the set of numbers n. such that n % 3 == 0. A) What are the cardinalities of P, Q, R, and S? B) What is the cardinality of Q - R? C) What is the cardinality of Q - P? D) What is the cardinality of R union S? E) What is the cardinality of R - S? F) What is the set R intersection S? G) What is PWR(R intersection S)? (PWR = Power Set) H) What is the largest possible set that is both a subset of Q and a subset of S? 1) What is the set -P ? (not P)