# What is the antiderivative of lnx

## \[\int \ln{x} \, dx\]

I=?ln(x)dx. Let ln(x)=t. ?x=et. ?dx=etdt. Substituting in the Integral,. I=?tetdt. On integrating by parts, keeping the first function as t and second.

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Home The second useful tool is the backward version of the product rule. The product rule, as we have noted often, tells us.

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## What is the antiderivative of #ln x#?

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The integral (antiderivative) of lnx is an interesting one, because the process to find it is We will be using integration by parts to find ?lnxdx.

Conic Sections Trigonometry.

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