Question
Evaluate the following:
$\int \frac{\sin (\log x)^2}{x} \cdot \log x d x$
$\int \frac{\sin (\log x)^2}{x} \cdot \log x d x$
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$\frac{d y}{d x}=x^2 y+y$
$\tan ^{-1}(\log x)$
$y=a+\frac{a}{x}$