Evaluate the integral: \(\int \frac{\sin (2x)}{\sin^2 (x) + 2cos^2 (x)} \, dx = ?\)
$\log(1 + \cos^2 x) + C$
$\log(1 + \tan^2 x) + C$
$\log(1 + \sin^2 x) + C$
$-\log(1 + \cos^2 x) + C$
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