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# Title: Leibniz-Handschriften zur Mathematik LH 35, 5, 15
# Folio 18v, page id 00068033:0036
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quantitas irrationalis
qquaecunque ut e.
sulctituerdo. fet
da XB
quae daequatio non
est solubilis per aequatio
nem ordinariam quando
V seu exponens est
rrationalis. Ergo
hujus aequationis.
x
=X + b. vel similis
radix non potest est C
irrationalis quadralica
vel cubica vel alia
pura aut affecta cujuem
gradus quaecunque
Caeteram hoc modo
dividendo aequationem
in plares in partes
e
n
puto primtemata
hujus modi resolvi posse
quando in numeris id
fieri potest. etiamsi
essent aequationes
plurium in cognitam