E588 -- Investigatio formulae integralis \(\displaystyle\int \frac{x^{m-1}\,dx}{(1+x^k)^n}\) casu, quo post intagrationem statuitur \(x= \infty\)

(An investigation of the integral formula \(\displaystyle\int \frac{x^{m-1}\,dx}{(1+x^k)^n}\) in the case in which after integration it is set \(x=\infty\))


Summary:

According to the records, it was presented to the St. Petersburg Academy on March 2, 1775.

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