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    How Can You Solve the Integral of x*arctan(x)/(1+x^2)^2 from 0 to Infinity?

    this problem is in the improper integrals section but i just need help taking the integral. the bounds are from 0 to positive infinity. xarctanx/(1+x^2)^2 i tried doing a trig sub x = tan θ, which gives θtanθ/(secθ)^2 I believe, which gives θsinθ/(cosθ)^3. I couldn't find anything to help...
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