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Chain Rule With a Cosine Function

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What is the derivative of the function f(x)=cos⁡(2∗x)f(x)=\cos(2*x)?

A

The derivative is sin⁡(2∗x)\sin(2*x).

B

The derivative is −sin⁡(2∗x)-\sin(2*x), neglecting the derivative of the inner function.

C

The derivative is −2∗sin⁡(2∗x)-2*\sin(2*x).

D

The derivative is −2∗cos⁡(2∗x)-2*\cos(2*x).

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