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derivative of ln(x).
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ln|x| is 1/x. so what is derivative of ln(x)?
still 1/x... as long as x >0
ok, so what is antiderivative of 1/|x|
abs value confuses me
antiderivative of 1/|x| ??? where did that come from
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i meant integral of 1/|x| = ? it's a diff. question.
@alienbrain , on your first post, what do you mean by "ln|x| is 1/x"
i meant to say, the derivative of ln|x| is 1/x.
the point of all of this is to clarify when to use abs value
I think you have something confused\[\int\frac{dx}x=\ln|x|+c\]but\[\frac d{dx}(\ln x)=\frac1x\]
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|dw:1340504854504:dw| the antiderivative would be: -ln(-x) when x<0 ln(x) when x>0
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