Chain Rule with Trigonometric Functions

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Chain Rule: Compute the derivative of $y=(\cos(3*x))^4$ with respect to x.

$-12*\sin(3*x)*(\cos(3*x))^3$

$12*\sin(3*x)*(\cos(3*x))^3$

$-4*\sin(3*x)*(\cos(3*x))^3$

$-12*\cos(3*x)*(\sin(3*x))^3$

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