Proof concerning the number of points at which two lines of arbitrary order can intersect
This paper is a continuation of E147. Euler concludes that curves of order m and n intersect at no more than mn points, with some of the intersection points possibly being imaginary.
Original Source Citation
Mémoires de l'académie des sciences de Berlin, Volume 4, pp. 234-248.
Opera Omnia Citation
Series 1, Volume 26, pp.46-59.