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Write convincing argument that used inderect reasoning: the product of two numbers is even. Show that at least one of the numbers must be even
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i assume indirect reasoning in this case means a proof by contradiction
in which case you would assume that the product is even and both the numbers were odd, and derive the contradiction
clear or no? two general odd numbers look like \(2k+1\) and \(2j+1\) multiply them together and deduce that the product is odd
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