For any positive integer n, prove that $(x^{n+1}-y^{n+1})=(x-y)(sum_{i=0}^nx^{n-i}y^i)$ using Mathematical Induction.

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# Proving Via Mathematical Induction

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For any positive integer n, prove that $(x^{n+1}-y^{n+1})=(x-y)(sum_{i=0}^nx^{n-i}y^i)$ using Mathematical Induction.

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