Differentiate the function. y = e ^{cos 3}^x A)-e ^{cos 3}^x sin 3x B)-3e ^{cos 3}^x sin 3x C)-3e ^{cos 3}^x sin x D)e ^{cos 3}^x sin 3x

Name: Differentiate the function. y = e cos 3 x A)-e cos 3 x sin 3x B)-3e cos 3 x sin 3x C)-3e cos 3 x sin x D)e cos 3 x sin 3x
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Question

Quizplus · Accepted Answer

The derivative of e^(cos(3x)) is found using the chain rule. The derivative of cos(3x) is -3sin(3x), so the derivative of the function is -3e^(cos(3x))sin(3x).

Differentiate the Function. Y = E cos 3x

Differentiate the Function. Y = E ^{cos 3}^x