differntiate ; y=(xcosx)^x
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Step-by-step explanation:
y= (x.cos x)^x
lny =x ln(x.cosx)
1/y. dy/dx=ln(x.cosx) + x(1/x.cosx)(1-xsinx)
1/y.dy/dx = ln(x.cosx )+(1-xsinx)
dy/dx = {ln(x.cosx)+ (1-x.sinx).(x.cosx)^x
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