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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 1
# Folio 196r, page id 00068196:0387
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est aminandae in senebus leges terminorum, au
semper tot termini conpbonant regulam, quol fuere in
aquatione unde series derivula. Anquadenq
An quadiatum seriei duplicet, cubus triplicet, etc. lege
erminos.
quid fiat si conjungas  seriem quadratum, cubu etc. arbitrarus
affectos. Sn praevidere liceat, quando hinc demum oviatur
len quae omnia destruat seu finiat seriem.
An etia
pac pite liceat effici ut du detur per _ X, dx finite.
sed haec credo muns prolixa forent. sufficit per series rem
s
mnia ista problemata solvi; silela quolcunque e
uiucunque gradus occurrant differentiales. Etsi plures
uneasi
tosidem literi
2
plures sint aequationes differentiales prae
ei
2
 nostau