MCQ
$\int \cot x \cdot \log [\log (\sin x)] d x=$_____
- Alog (sin x) (log (log (sin x)) + 1] + C
- Blog (sin x) [log (sin x) − 1] + C
- Clog (sin x) [log (sin x)) + 1] + C
- ✓log (sin x) [log (log (sin x)) − 1] + C
✓
Answer
Correct option: D.
log (sin x) [log (log (sin x)) − 1] + C
D
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