For every odd integer n, prove that there exists a unique integer m such that n...

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For every odd integer n, prove that there exists a unique integer m such that n = 8m + 1. For every odd integer n, prove that there exists a unique integer m such that n = 8m + 1.

Answer rating: 100% (QA)

To prove this lets consider any odd integer n Well express n as n 2k 1 where k is any integer ... View the full answer