nε R/{0,1} montrer que Σ_(k=n) ^(2n) (x^k /(nx+ln(k)))>=(1/4)


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Question Number 166049 by SANOGO last updated on 12/Feb/22
$nε R/{0,1} montrer que Σ_(k=n) ^(2n) (x^k /(nx+ln(k)))>=(1/4)$
$n ϵ R / {0, 1} m o n t r e r q u e$ $\underset{k = n}{\sum^{2 n}} \frac{x^{k}}{n x + l n (k)} >= \frac{1}{4}$
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