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Chain Rule With Trigonometric Functions

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Differentiate f(x)=(sin⁡(3∗x+1))2f(x)=\left(\sin(3*x+1)\right)^2 with respect to x using the Chain Rule.

A

6∗cos⁡2(3∗x+1)6*\cos^2(3*x+1)

B

2∗sin⁡(3∗x+1)∗cos⁡(3∗x+1)2*\sin(3*x+1)*\cos(3*x+1)

C

6∗sin⁡(3∗x+1)∗cos⁡(3∗x+1)6*\sin(3*x+1)*\cos(3*x+1)

D

6∗sin⁡2(3∗x+1)6*\sin^2(3*x+1)

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