find the derivative with respect to x
y= cosec (2sin x)
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Answer:
-2cos(x)cosec(2sin x)cot(2sin x)
Step-by-step explanation:
Use the chains rule:
y = cosec (2sin x)
= -cosec(2sin x)cot(2sin x) * 2cos x
= -2cosxcosec(2sin x)cot(2sin x)
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