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Let the set S be a set of positive integers defined recursively by Basis step: 1 is in S Recursive step: If n is in S, then 3n+2 is in S and n2 is in S. Show by structural induction that if n is in S, then n mod 4 is 1.
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Let the set S be a set of positive integers defined recursively by Basis step: 1 is in S Recursive s...
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