E500  De valore formulae integralis \(\int \frac{x^{n1}\,dx}{lx} \frac{(1x^b)(1x^c)}{1x^n}\) a termino \(x=0\) usque ad \(x=1\) extensae
(On the value of the integral formula \(\displaystyle \int \frac{x^{n1}\,dx}{lx} \frac{(1x^b)(1x^c)}{1x^n}\) bounded at \(x=0\) and extended to \(x=1\))
Summary:
According to the
records, it was presented to the St. Petersburg Academy on August 19, 1776.
Publication:

Originally published in Acta Academiae Scientarum Imperialis Petropolitinae 1777, 1780, pp. 2947

Opera Omnia: Series 1, Volume 18, pp. 51  68
Documents Available:
 Original Publication: E500
 German translation (Artur Diener and Alexander Aycock): E500
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