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Nonnegative Integers
If the solution to this nonnegative integer question is correct, then you may respond that it is.
If the solution needs ANY kind of improvement, in presentation, in clarity, in correctness, if a proof can be more elegant, then please rewrite the entire solution.
Prove that ((ax mod M) +b) mod M = (ax + b) mod M when M is a positive integer, and a, b and x are nonnegative integers.
Let P(m,n) be the statement n ≥ m, where the universe of discourse for m and n is the set of nonnegative integers.
By OTA: Xia Wang, PhD
OTA Rating: 4.9/5
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