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\[\int\limits_{}^{} (\ln(x))^{?}\]
= x ln(x) - x + C.
my bad: \[\int\limits_{}^{} (\ln(x))^{3}\]
the original equation is (if you can help me with that instead): \[\int\limits_{}^{} 1\div x(\ln(x))^{3} \]
1/[(x(ln(x))^3]?
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yup
use u=lnx du=dx/x then you get ∫du/u^3
nope, you get du/x^2u^3
o...nvrmnd i was loking at dx, not du
yup that works
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:)
Sorry arman, I didn't see it :(
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