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# Title: Leibniz-Handschriften zur Mathematik LH 35, 2, 1
# Folio 76v, page id 00067993:0152
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=00067993&page=152
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 qee e
CC
X
  a
 foganta series semindum
debet ergo reperiri saries, cujus unus terminus ductus
in proxime sequentem, faciat 6+ 4y ea
+1
expri ejus quilibet terminus expressione genemli
2 y, seu 2
aego v
is terminus sit , debet
esse coco + deo aequ 6 + 43, seu 6+ 2Z s ntaZ
+1
vel e ad leges homogeneorum.
22+1
Et
cco + co duo aequ. Edy + 13 6ay= 6a+ 4y dys
videamus an liceat facere: vequm 
Vaequ e 660 + a  
y ++ dys
Byra,
primus y +1 resolvamus in duos factores
e et e+ de aqu ita ut sit ćet edé
aequ 9+1. sy sy vel
ce dy + ede aequ. ydy + dy quae
est differentialis Numerica, qualis
adhuc difficilius solvuntur quam
Geometricae differentiales.  Numeris
Nimigum summa see du aego
se de aequse de et: de go
aequ. i ee ergo sde e aego+ese
Ergo 8 extego 0 fiet : 1
Seet + de - 2 sde aequ. sy+y
s sec - L 5de aego sy ry- ees
a Z. 74
Sec - : 5 aequ. 0y 4y rec
bt
_ y. yrei aqu. 911
et fiet.  gro aequi
e
e
D+
 did