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Induction proofs

Induction proofs. To prove that some proposition P ( n ) is true for all n ? n 0 by induction on n ? n 0. 1. Basis : Check that P ( n 0 ) is true. 2. Inductive step . Assume that P ( n ) is true for n = k , where k is some integer, k ? n 0

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Induction proofs