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Find the Derivative of the Function s(x)=2cos⁡2xs ( x ) = 2 \cos ^ { 2 } x

Question 23

Multiple Choice

Find the derivative of the function. s(x) =2cos⁡2xs ( x ) = 2 \cos ^ { 2 } x


A) s′(x) =−4cos⁡(x) ⋅cos⁡xs '( x ) = - 4 \cos ( x ) \cdot \cos x
B) s′(x) =−4cos⁡(x) ⋅sin⁡xs '( x ) = - 4 \cos ( x ) \cdot \sin x
C) s′(x) =−2cos⁡2(x) ⋅sin⁡xs ^ { \prime } ( x ) = - 2 \cos ^ { 2 } ( x ) \cdot \sin x
D) s′(x) =−2cos⁡(x) ⋅sin⁡xs' ( x ) = - 2 \cos ( x ) \cdot \sin x
E) s′(x) =−4csc⁡xs' ( x ) = - 4 \csc x

Correct Answer:

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