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Status: Tags: #archivedCards/macm101 Links: Proving Theorems


Proof by Contraposition

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Steps

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**Prove that if kl is odd, then k and l are odd If k,l are both not odd, then kl is even Assume k is even K = 2a for some integer a KL = (2a)L, associative law of multiplication for integers KL = 2(aL), aL is integer, aL = m KL = 2m KL is even


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Created:: 2021-10-07 09:38


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