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y = cot2(cos(θ))

Question

y = cot2(cos(θ))

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Step 1
Find the derivative ofthe function y = cot2(cos ) as follows
dy d
de dө
(cot (cose)
d
(cot (cose)
de
d
=2-(cot (cose)(cot(cose)
2-
(Chain rule)
d
d
(cotx)-csc2x
=2-(cot (cose) (cse'(cos e))(cos 6e)
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Find the derivative ofthe function y = cot2(cos ) as follows dy d de dө (cot (cose) d (cot (cose) de d =2-(cot (cose)(cot(cose) 2- (Chain rule) d d (cotx)-csc2x =2-(cot (cose) (cse'(cos e))(cos 6e)

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Tagged in

Math

Calculus

Derivative

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