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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 1
# Folio 263v, page id 00068196:0522
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Res huc redit. ex datis hianeuli latoribus datur area, adeoque et abitudo in
podata basi, area trianguli BCE, est LSBC + CE + EB. BCt CE- EB. BCa EtE. - Berceris
seu seuH, CE+ EB = BC. BC - CE-EB ( BC = HE. et
et
CH Cx BH = ce BC - CE + EB: 2BC
DR = SCd + DB = BC - BC - CD - DB, : 2BC et BR - BC - cD+ DB,: 2BC
DR - HE = + V, C0+ D = BC. Dc. 1 ∞B + L, F, eb - BC. BC - Ct. 2,. 2BC
BR - BH =. BD = DC + CE -EB; 2BC Ergo denique fiet
E Ed2 = CD + dB - BC - BC - cd. DB + CE+ 20 = vE . BC -. c5-  seac
+... . . .. . . . . . . . .. ...... . ....: 4 Bc
sed calculum absolume dis incte non vacat hunc autem quia Ed suprajam
aliter habeatur prodit denique aequata generalem exhidens naturam plani
ie
Calculu autem prolixum esse necesse est quia pex determinatae eu
ingrediuntur, nempe AC, AC, Ad, et Eres indetemiiantae, AM, AN, Aq.
d
.pler