Given y=1/3cosx,y'= 1/3sinx -3sinx -1/3sinx 3cosx

Name: Given Y=1/3cosx,y'= 1/3sinx -3sinx -1/3sinx 3cosx
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Answer 1

To find the derivative of the function

, we can use the chain rule.The chain rule states that if we have a composite function

, then the derivative of

with respect to

is given by:

In this case, we have

, which can be written as

, where

.Now, let's find the derivative of

with respect to

:

Therefore, the derivative of

is:

So, the correct answer is

.

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