iate f(x)=In (sinx) solve pls
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Refer to the attachment
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Solution:
Let y = sin(log x). This is a composite function.
So we have to use the chain rule to find its derivative. Then
y' = cos(log x) · d/dx(log x)
We know that the derivative of log x is 1/(x ln 10).
y' = cos(log x) · [1/(x ln 10)] = [cos(log x)] / [x ln 10]
Answer: The derivative of sin(log x) is [cos(log x)] / [x ln 10].
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