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(Solved): Question 11 Theorem: If n is an odd integer, and m is an odd integer then n+m is even. If I want t ...



Question 11
Theorem: If n is an odd integer, and m is an odd integer then n+m is even.
If I want to prove this by a Direct Pr

Question 11 Theorem: If n is an odd integer, and m is an odd integer then n+m is even. If I want to prove this by a Direct Proof, which of the following is my set of premises m is odd, n is odd m+n is odd m is even or n is even n is odd, m is odd, n+m is odd 2 pts


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To answer the undertaking question, we must recall the definition of "prem
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