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derivative of lnsinex?
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integration of 1/1+x^2=?
derrivative of ln(sin(e^x))=(e^x*cos(e^x))/sin(e^x)) if lnsinex means ln(sin(e^x))
chain rule \[\frac{d}{dx} \ln (\sin x)\] u = sin x du = cos x \[\frac{d}{du} \ln u = \frac{1}{u multiply by du \[\rightarrow \frac{1}{\sin x}*\cos x = \cot x\]
oops latex problem...anyway did i do wrong problem why are posting a 2nd problem?
and derrivative of ln(sin(x))=cos(x)/sin(x)
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for integral, its atan(x)+C
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