Having no luck with this question. Any help would be great. Give an expression for the indefinite integral Integral of 1/(sqrt x) (1+sqrt x)^2 dx (x>0)
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Originally Posted by offahengaway and chips Having no luck with this question. Any help would be great. Give an expression for the indefinite integral Integral of 1/(sqrt x) (1+sqrt x)^2 dx (x>0) do a substitution. $\displaystyle u = 1 + \sqrt{x}$ you will end up with $\displaystyle 2 \int u^{-2}~du$ which i am sure you can handle
I would also use the substitution method, but I did this to make it look different (not really sure if it helps):
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