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integrate this one please
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integrate what?
\[\int\limits_{}^{} \frac{2xlnx}{\sqrt{x^{2}-9}} dx\]
with solution please. :)
start with integration by parts
how? let u= lnx and dV= (x^2 -9)^1/2?
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why would dv be that?
i was just asking. :)
keep u as ln x make dV = remaining function (entire)
oh.
i got \[lnx \sqrt{x^{2}-9} - \int\limits{\frac{\sqrt{x^{2} -9}}{x}} dx\] how to integrate this part ↑
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what happened to your 2
are u missing a 2 ? and for 2nd integral, when you see x^2-a^2 you put x=a sec u
oh wait. there should be 2 anywhere there,
so its trigonometric substitution?
yup, it will simplify the integration part.
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