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# Title: Leibniz-Handschriften zur Mathematik LH 35, 7, 1
# Folio 14r, page id 00068073:0027
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aut Hyperboloidum
Paraboloidum generalis
quadratura a Jangentibus
non pendens
si sit AB aequ. X. BCpY
et
V equ. 
X
posito b numero
quocunque in eudem curva
constante. ac divea
sumantur ipsae AiB A2B,
A3B, etc. in proportione
glometrica; erunt ipsae
1B.C, 2B2C, 3B3C etiam
in proportione Geometrica
quemadmodum et ipsae
+B2B, et 2B3B, et 3B4
quare et rectangula spatium complentia
1CiB2B. 2C2B3B. 3LEB4B etiam
progressionis Geometriae erunt, quare
habetur eorum summa. Haec
methodus generalior est aliis omnibus nam
et quadraturam Hyperbolae exhibet
quam ostendit fieri per logarithmos
quod Methodus ridallisiana Cavalerii
allisii et eorum qui postea usi sunt
calculo tangentium antunon aut non ita
non prostat
acle praestat