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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2b
# Folio 185r, page id 00068198:0369
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Haec erligc
lin
consideranda
a
X
+ X + X + X
du = _1+ 3X +6X iaX
erc
am = 1- p
m
X p X, 1xD
XsX
d
1-
A XB,N, 1X
(X  dy -, Rxx +3X dx + 6X dx + 10X ax et
+ ya -+ Xdx + X3 dx +X dx + X dx eu
 = 2xax, A X dx + 3X dx + 11Xodx erc= xdus tyd
et
s
yqu  XX + XI. + X + +X
eefid s(y +y) x, : X =
+ X +Y + X + X
m
m. un ut
dy Mak  ppe
et
ere
qu
ex
et
Cdg mX + nX + pX + gX
et ezt
Xaytyax- XV
ead he
iventilum
et generie
in buni
jerie
sed tates prabi ploprictas speciatis esset
ernenda, et quaritur an semperio
fieri possit, ex data relatione finite
a
terminos ex. g. log. a
locus ipsius a, vel b, etc. sit, fet. nembiu
pinter
sit C. sit m,
qrie
et terminus se tanqua namem
Vi Let
terminus in serie, sit
x
sit et la D. sit  + vel M
(m):m ut
l
100. f = log. (7) = n et st,)
insecie differntu set B
na
 m)CS