Question

Differentiate sin(logx) with respect to x​

Answer 1

Answer:

Differentiation of sin x is cos x and using chain rule we can also find the differentiation of log X whose differentiation is 1/x. Again on differentiating X we have 1. So in this way we have to find the differentiation of an angle based equation. The steps are as follows :

Step-by-step explanation:

d(sin(logx))/dx =

= cos(logx).d(logx)/dx

=(1/x).cos(logx).d(x)/dx

=(1/x).cos(logx).1

=(1/x).cos(logx)

Hence the answer is before you.

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