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# Title: Leibniz-Handschriften zur Mathematik LH 35, 13, 2a
# Folio 74r, page id 00068197:0147
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Xdus qadr ita
Lau uax
jyax
=0 aequatio est legem homoyneorum ordinarem observans
secundum
postendydut sy dxax
O
- 1yy +gydy +h dydy + lyddyt mayddu ns
ponendo y = fV habetur aeq. in qua dv et dax
d
dus dvo idue -dvdob
et he
dodo + ddo
tiam si hinc si posset omnino haberi solutio et dudo = dxdx
L = 1b0 + dodo
fit (ddus
daretur
s
ddvb
+9 dodo b + gddv b =∞ et firt. f+ odvdo + gddv =0
vaeratur holutio rujus aequationis- f. g = ddus
ita videndum
(dodo = ax 5dx c.
regula possit detegi inveniend
ddi
per
an generalis
1.
e