Integrate([((Sqrt(Cot(x)))/(1+Cot(x)))],(0),(Pi/2))==Pi/4
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Step-by-step explanation:
This is not really one of that kind of integrals that Mathematica cannot handle with, but given
the case of a contest, how would we like to handle with it? I would like so much to know your ideas about tackling such integrals. Can we make things here really simple? Solutions are optional.
Calculate
∫π/40cot(x)cot2(x)+cot(x)−−−−−√dx
∫0π/4cot(x)cot2(x)+cot(x)dx
Supplementary question: calculate
∫π/40xcot(x)cot2(x)+cot(x)−−−−−√dx.
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