Can someone help me in u substitution i forgot how to do that.

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Can someone help me in u substitution i forgot how to do that.

Mathematics
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If the substitution \[u=\sqrt{x-1}\] is made, the integral \[\int\limits_{2}^{5} \sqrt{x-1}\div x dx=\]
u=\[\sqrt{x-1}\]
so du= \[1\div(2(\sqrt{x-1})\]
try it from there
ok i've got that so far
i need to find x too right?
no because u is equal to that part of the denominator
so you have, 2\[2\int\limits_{}^{}u^2/(u^2+1)\]
ok i don't get how you got that.
http://www.wolframalpha.com/input/?i=integrat%3A+%28%28x-1%29^%281%2F2%29%29%2Fx
go there but don't forget the domain of integration
thanks

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