1 answer

What is the derivative of #ln(x^2)#?

Question:

What is the derivative of #ln(x^2)#?

Answers

#2/x#

Explanation:

Using the rule #d/dxln(u(x))=1/u*(du)/dx#, we get

#d/dxln(x^2)=1/x^2*d/dxx^2#

#=1/x^2*2x#

#=2/x#

.

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