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Prove using Mathematical Induction

If x > 1 is a given real number, then for every integer n > or equal to 2, (1 + x)^n > 1 + nx.

Solution Summary

Mathematical induction is used to prove that if x > 1 is a given real number, then for every integer n > or equal to 2, (1 + x)^n > 1 + nx.

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