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# Title: Leibniz-Handschriften zur Mathematik LH 35, 3 B 5
# Folio 9r, page id 00068255:0017
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enir en c
ester
e
pro verbe 1t
quad du a mal aupras, qui tant le
carpe
et quand en a mal au pied
seu copometrici rationales
reavationes sunt vel algebraicae vel trattier
atretrui vel non algebraicae. Non algebraicae non sunt
grats arra tuu
seueomote ereatiahales
e
gmentis
et non algebrdicae. Non algebraire sunt vel gradus certi, ve
centi quae sunt interscendentes, vel gradus incerti qua
irratia nalis 
sunt transcondentes. Transcendentes sunt iel exponen-
tiales, vel differentiales. Omnes aequationes gradus certi
vel algebraicas vel non algebraicas interscendentes, possumus
vecare gam graduales. ita aequationes dividi possunt in gra
dualis et transcendentes. Rursus omnes aequationes tam
graduales quam exponentiales, possumus vocare absolutas
emnea differentialium nova atectione
et ita aequationes
ieidi possunt in absolutas et differentialis. Verta et inspici
hema) toro
er
Algebraicae autem sunt tractabiliores non Alhebraicis
a aducis
Pranscendentibus
Differentialibus