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# Title: Leibniz-Handschriften zur Mathematik LH 35, 8, 30
# Folio 130r, page id 00068124:0261
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tiner
1
e
rectrix, et ejus coningata, applicata
cum ordinatae actigares
e
comngatae abscssa abiussa conjngatae axi
et
complementa Ordinatarum vel applicatarum ad basa vel altitipdinem
odinatae complementates.
rimem
eux
L1
ribtalum
La
seu
culineum galementane. parallelespamum circumseri plum
ultima
ligonur. raco velex altitudo basis, sib sutudo maxemra absussar lusis mani achirnatu
iden
Catt
i
an maxima
ordmata conjugata est
2
Curvar
cuxa coelorari
cublitecra
nidi
uunctum finum a quo ab
b
e
a
dMaromna vele minima curves
lavgens, quid secundri ordinatis est
 ta ordinatas comunatas est punctum peversionit
aritur sire lrici puultum
an  
rubi pit. furvaaine recet
voamndio sua
vaxima puncta
s
cangentes vel nulla. e
revideram prius olimensionesposse demonstrari per solam deductioneque ad adsurdum ve
blggom niffimlantu
8
.
xemplum plundi
accedit
encudica
enilnonam
sam proposotionem quodgrauti sint at quatione
n amclsiorum suub cenonstro aliterat Eaiclides per solar lisideraoenus smlierum;et exrac propositione
emonstratur quadratura Lunule sine deductione ad absurdiu el polygono frcto
vantilates
MM
fintitiae, infinitae vel infinite parvo serviunl in eomatria, ut redices imagnario in Algebra
A
lodus dimensidnum aequiit ut fimua apta in partes secetur, ut pro vimensione generali oniatur
proeseo brnctabilis, pro speciali aliqua aequatio
l
prater sinostratum inventorem linecs quadratrics, non vddeo
quis inter veseres accesseritad iti medeaip artes