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How do I find the derivative of $ln(x)^2$ ?

1 Answer

Sep 5, 2016

$dy/dx=2/x$ .

Explanation:

$y=lnx^2=2lnx$

$:. dy/dx=d/dx(2lnx)=2d/dx(lnx)=2*1/x=2/x$ .

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