differentiate the question
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Answer:
Step-by-step explanation:
let us assume the question as y
y=(sin x)^log x
take log on both sides
log y=log x*log sin x
differentiating with respect to x
1/y dy/dx=(log sin x)/x+log x*(1/sin x)*cos x
dy/dx=y(log sin x)/x+log x*(1/sin x)*cos x
put y=(sin x)^log x
we get
dy/dx=(sin x)^log x{(log sin x)/x+log x*(1/sin x)*cos x}
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