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integral_(0)^inf t arctan t /(1+t^4) dt = ?
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are you sure you typed the problem correctly...it is a slight modification away from being a much nicer problem.
\[\int\limits_{0}^{\infty} t \times \arctan(t) / (1+t^4) dt\]
actually it is the same one that "no-data" has posted, i just substitute t=tan (x/2), however, wolframalpha is able to calculate this !
there is no need for the Weierstrass substitution to do that problem.
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