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# Title: Leibniz-Handschriften zur Mathematik LH 35, 1, 9
# Folio - , page id 00067968:0137
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qud
in rec veritate
1
s
sene qQuantitat
extraoidinariae
ordipuria se
vel
nuti
stntum
rational
s
re
sinratio
Codaeipirao
Transcendentes. Rursit
Transcendentes. Gradnata ve
poni per ordine ascensus
sa
ationales irrationales ordina
s+
mlon
man
videndum an oes indpariae possint pute red
et emus extraordinan it pnes t
vel
nda
etsordinaria seu a
ce irra
Grometrice cirrationales sunt vel interscendentes vel Transcenden
liter dividir potest. su quantitate, sunt o
dinariae vel rationales
Interscendent
aduata vel
 indetera s
a
aM
e
e
da rursus vel Arithmetic Trrationales vel reomet
l
ud
ordinariae vel extraordinaria
surdae. extraordinami
quantitates sunt vel
yreduli ad l.g. vel 9u1
loraduata
s
intersendente
irrationa
ua
e
ilit
rationales vel irratibnales
seu surdae. Irrationales vel ordinariae vel interscendent,
ere ni oicuntur u
et
rst
irrationale
ona
le
ua arestrausceu-
on
e
A
e
pos
1
sunt etiam ira
quantitatibus ea dici
riaet extro.
andinatim un
appellatione
quam eometria
ationaus
orrationatis.
ad vita ndam aibicui
utam, et prolititatem
Lineae sunt quales sunt quantita
tas quibus determinantm
possant de exppresionibus. Et
ontest unt quantitas inferiori expomatur
cihioristtion con
=ulmalo ordima
ttanscendente
extraeminam
inctar superioris sendifi
eat Et tunc opus lductione
ex
a
l
e
a