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# Title: Leibniz-Handschriften zur Mathematik LH 35, 7, 1
# Folio 8r, page id 00068073:0015
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Generaliter sit Mlago
ordigata aequ
esL
e
a
BX
d H posite
posita NG qu. Naequ. n. PD aequ. 0
NQ aequ X. et q M aequ. X d.
G
nZ
fiet
X dx seu fratium DPZMD
n2
ad dn
ut
est
seu
seu ad
 X V - nZ
ad p
Xdx aequ. X
n25
seu (Xdr ago
s
 L1 PL
211
L
+1
p2
XE1
2
1
2+1
2 
Quod et in calculo differentiali notandum.
Est vero pulchenimum.
Et certe
illud adhuc melius statuu palebat nom
intarum agm m
portio tota utique CV2+,
et
portio abscissa paril jure 2 etiam BF+
eaqu calcylo osus non erat
on tir
2
M
Hoc pro
et.
sin
Ng. aequ. x C
D eqM
e
 E aE
ergo NDNaqu.
ac
N eMDNaequ.
ya
Rursus profig. 2. sit. PD aequ. a
fiet. apD 2 N aequ. 2dC4
a
YD aequ. R. FDaeq
aeq
Vprego neei
t
Ca
 et Maeg. 4E+1
s. Z
EI et N9MD2
sX unqu
s
+1
2
 a- a +)
sii
X