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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2c
# Folio 122r, page id 00068199:0243
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ly
7
per quadratuas
vonium construitinea potet (lujus aequatio differentialis esst
=10 + 111 posito 10 et 11 dari utcunque per la
lineam posse cujus aequatio dferentialis est
um divisa aequatione per 
+1
p- 1
 et
is
4
1
ad
)
M
de percup
dgidx
adeda
1
multiplicans nu. si unitati
iddamu jam an mulatione
L
et  y
en
et
e
modo non s
List au
li
vel ne
D- B. 
em eovedueere possumus
tir
mea
 y ayiak = 1
+
1
d: ax  e-n+ 1) 10
interior potentia ippius 
iceV
e
ot
sequitur etiam tam coustrur
aioc
s
saquatio differentialis sit frium terminorum secundum
pipa 
2
y: de
 e 1D
1
faciendo ije
(0- n+ 1
I1
ei eut socuvilis
R. +
Ita
si potentia
u alio termino se operent
u
es
 10
acoidu ideo
+ 1
1I
e se
ite
M
eu m+ i- r vel R, quod praesupponit quaesitum, hoe ergo
e
O