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\[\int \frac{\cos{x}\ln{(\sin{x})}}{\sin{x}} \, dx\]
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int((cos(x)ln(sin(x)))/sin(x),x)
integrate (cos(x)ln(sin(x)))/sin(x) for x
\int \frac{\cos{(x)\ln{(\sin{x})}}}{\sin{x}} \, dx
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