Question: This is computer mathematics problem c) (1) Write a recursive definition for a function Mod5(x) that produces the remainder when a natural number x is

This is computer mathematics problem
c) (1) Write a recursive definition for a function Mod5(x) that produces the remainder when a natural number x is divided by 5. (i) Using Mod5(x), write a recursive definition for a function SumNot5(A) that counts the numbers that are NOT exactly divisible by 5 in a finite non-empty set of natural numbers A
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