Let a,b be two positive natural numbers. Prove that for every positive odd number n, a^n + b^n is divided by a+b
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Originally Posted by tukilala Let a,b be two positive natural numbers. Prove that for every positive odd number n, a^n + b^n is divided by a+b Hint: Prove that
Originally Posted by ThePerfectHacker Hint: Prove that Here is the expanded notation [n is a positive odd integer]:
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