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find the integral of ln(1/x -x) show all the steps
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\[\ln\left(\frac{1-x^2}{x}\right)\]\[= \ln(1 +x) + \ln(1-x) - \ln(x)\]Integrate term-by-term.
Parth that's completely wrong
That's not right.
The way to solve this problem is to use the logarithmic integral identity and with substitution.
Am I being pranked? :|
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i like parthkohli's idea
looks ok to me
xD sry parth, I'm kidding
thanks Parth. that'll work
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