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integration..q below
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\[\int\limits_{?}^{?} \frac{ 1-t ^{2} dt}{ t(1+t ^{2})-(1-t ^{2}) }\]
u=1-t² seems to be even worse than it is now.
Just for reference: http://www.wolframalpha.com/input/?i=%281-t^2%29%2F%28t%281%2Bt^2%29-%281-t^2%29%29+integral
screenshot of the question?
Good advise:) All I can say that if the integrand was a general term of an infinite series, then the series would easily diverge by comparison test (coming down to 1/t).
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well..this is what i got at halfway through a problem..i was stuck here that's why i put this part alone ...
can't this be simplified in some way..?
i found another way to do the question but couldn't simplify this still!!
but.. thank u for trying to help!
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