Prove that, ∫(x n -1 /1+x)dx=π/sin nπ within the limit 0 to infinity

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Dear Student The integration of given function is not possible or you could have done some typing error. Please post clear questions. Thanks

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Prove that, ∫(x n -1 /1+x)dx=π/sin nπ within the limit 0 to infinity

Prove that, ∫(xⁿ^-1/1+x)dx=π/sin nπ within the limit 0 to infinity

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Prove that, ∫(x n -1 /1+x)dx=π/sin nπ within the limit 0 to infinity

Prove that, ∫(xn-1/1+x)dx=π/sin nπ within the limit 0 to infinity

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Prove that, ∫(xⁿ^-1/1+x)dx=π/sin nπ within the limit 0 to infinity