What is the sum of any two even numbers


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What is the sum of any two even numbers and odd numbers​

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Answer:The sum of any two odd integers is even. Proof: Let a and b be odd integers. By definition of odd we have that a = 2n + 1 and b = 2m + 1. Consider the sum a + b = (2n + 1) + (2m +1) = 2n + 2m +2 = 2k, where k = n + m + 1 is an integer


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