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derivative of sin(lnx)
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I know derivative of lnx is 1/x
Do you know your chain rule?
I think so! Just dont know where to start
I would assume we do something like 1/u*du/dx
if you have \(y=f[g(x)]\) then: \(y'=f'[g(x)]g'(x)\)
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Ill just get help on chegg
If you look at yours, you have sin(lnx) so, f(x) is sin(x) and g(x) is ln x.
So, what is the derivatve of sin(x)?
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