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Q)

Differentiate the following w.r.t. $x: \large \frac {\cos x}{\log x}$,$\; x > 0 $

$\begin{array}{1 1} - \large \frac{x\; \sin x \log x + \cos x}{x\;(\log x)^2} \\ \large \frac{x\; \sin x \log x + \cos x}{x\;(\log x)^2} \\ - \large \frac{x\; \sin x \log x - \cos x}{x\;\log x} \\ - \large \frac{x\; \sin x \log x + \cos x}{x\;\log x}\end{array} $

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