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If a and b are distinct integers, prove that a-b is a factor of a^n-b^n, whenever n is a positive...
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If a and b are distinct integers, prove that a-b is a factor of a^n-b^n, whenever n is a positive integer.
[Hint write a^n=(a-b+b)^n and expand]
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[Hint write a^n=(a-b+b)^n and expand]
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