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Suppose We Are Proving the Statement That If Two Integers

question 26

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Suppose we are proving the statement that if two integers are even, then their sum is even. We execute the proof by first showing that if integer A and B are even, then they can be defined as A = 2k and B = 2m. We then note that their sum must be A + B = 2(k + m) , which must be even. This is an example of what type of proof?


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