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MHT CET 2020 16th October Morning Shift
MCQ (Single Correct Answer)
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$$\int \cot x \cdot \log [\log (\sin x)] d x=$$

A
$$\log (\sin x)[\log (\log (\sin x))-1]+c$$
B
$$\log (\sin x)[\log (\log (\sin x))+1]+c$$
C
$$\log (\sin x)[\log (\sin x))+1]+c$$
D
$$\log (\sin x)[\log (\sin x)-1]+c$$
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