if n>2,n∈N then prove that {(2n−1)^n +(2n)^n }<(2n+1)^n


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Question Number 147465 by gsk2684 last updated on 21/Jul/21
$if n>2,n∈N then prove that {(2n−1)^n +(2n)^n }<(2n+1)^n$
$i f n > 2, n \in N t h e n p r o v e t h a t$ ${{(2 n - 1)}^{n} + {(2 n)}^{n}} < {(2 n + 1)}^{n}$
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