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Evaluate integral of logx dx
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\[ \int\log x\ dx=x\log x - x + C \] That's just one that I've had memorized for ages, don't remember how I originally derived it.
Oh. Integration by parts with g'=1. Not hard at all :)
what s the first step?
For integration by parts remember the formula is: \[ \int fg'=fg-\int f'g \] Set \(f=\log x\) and \(g'=1\) and then it's pretty easy :)
ohh ok f= log x and g =x thank you sooo much ..
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