1.

If y = sin[cos{tan(cot x)}], then find dy/dx.

Answer»

y = sin[cos{tan(cot x)}]

Differentiating, we get

dy/dx = sin[cos{tan(- cosec x.cot x)}]

= sin[-sin{sec2x(cot x) - cosec x cot x}]

= - sin{sec2x(cot x) - cosec x. cot x}



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