If n is a positive integer, prove that 2^n 1+n√(2^(n-1)).

Question

If n is a positive integer, prove that 2^n > 1+n√(2^(n-1)).

Saurabh Koranglekar · Answer

Dear student For the value of n =1 the condition to prove fails Kindly check and repost Regards

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If n is a positive integer, prove that 2^n > 1+n√(2^(n-1)).

If n is a positive integer, prove that 2^n > 1+n√(2^(n-1)).

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If n is a positive integer, prove that 2^n > 1+n√(2^(n-1)).

If n is a positive integer, prove that 2^n > 1+n√(2^(n-1)).

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