E421 -- Evolutio formulae integralis \(\int x^{f-1} dx\, (lx)^{m/n}\) integratione a valore \(x = 0\) ad \(x = 1\) extensa

(Solution of a formula for the integral \(\int x^{f-1} dx\, (lx)^{m/n}\), the integration being extended from the value \(x = 0\) to \(x = 1\))


According to the records, it was presented to the St. Petersburg Academy on July 4, 1771.

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