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Evaluate the Indefinite Integral:
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\[\int\limits_{?}^{?} dx \div \sqrt{x} (1-\sqrt{x})^{3}\]
i got 6 mins as my answer
make the u sub of u=(1-sqrt(x)) du =-1/(2*sqrt(x)) and you end up with\[-2\int\limits_{?}^{?} u^{-3} du \] and the rest should be simple
That's what I got as my first few steps - did you get 1 / 1-\[1 / (1- \sqrt{x})^{2}\]
yea thats right
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Fantastic! Thanks!!
Did you get the same exponent?
yea exactly the same
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