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\[\Large \int \dfrac{dx}{\ln x}\]

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set u=ln x then du/dx/u
you should be able to figure it out with u-sub

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Other answers:

but then how can I use du? There is no place to put du
I may have overlooked this >.< gimme a minute getting some paper
Integration by parts?
It can't be expressed in terms of other functions. That integral is the basis of the logarithmic integral function \[li(x)=\int_{0}^{x}\frac{dt}{ln(t)}\]
u = 1/ln x, dv = 1
No, I'm correct.
u=lnx du=dx/u Int 1/u dx=int du
Please explain more clear @inkyvoyd How to use u-substitution?
int du=u
gimme a minute lemme use latex
well then i get u = u it dont do anything.
I think @Xavier is correct, it can't be expressed
yes, xavier is in fact correct (facepalm)

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