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# Title: Leibniz-Handschriften zur Mathematik LH 35, 2, 1
# Folio 186r, page id 00067993:0373
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f
en
ae
ite etc c. d ada b. Inventa jam Z. cut ba p +2 + p
a e.
+V. seu t,, b2 a
ili noirot Aliter et si a p 1. erit tp, B b (2) Quae est methodo
generalis terminandi omnes series convergentes per Logaritimos. arror
jam alia sunt viae teminandi, ut si faciamus 1B
b ∞ dp c- a, et 
n
c
b + a p 
in
b + a p) t + t. sed quia  t est
cognita aliunde quantitas hinc fit b e - + n
n
N + - a. proposita ergo
aequatioe solvenda b- dpc-a assumatur salia Multiplicetur
br Av per e et fier eb
t’es de her l 1e in
nondum possumus
d et ( Ca) Ergo d’ et - ce
vide siu
e= 1
186
nondum possum aequationes transcendentes compositas reducere ad simplices
=d
la 1t b1. t
ita dulus aequatioi aequationibus B