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# Title: Leibniz-Handschriften zur Mathematik LH 35, 8, 7
# Folio 28r, page id 00068102:0011
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et
e
premim me alibi
1
observat
C
explicata ratione
alea assignandi elementa curvae, aequiangular
ua indaga
rem
i
tionen area
l
haberi aim
ex dimensione curvae. licobit an
eplicata modus. Exempli gratia quaeritur progressio ipsarum
equars
1
sit tali
sumulo puncto curvae quocunque
bus
ambas tusugene
Ge
ub
le
2
B3
et a
ve
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e
2
cta
A
i aequales
et
13
a
sunt
ut ansu
Tmmatur ali ad quochanque it ductu
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angat
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ecta
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indefintesimedis
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quod si producantur
a
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1t4
2t 2
in
et
BF
qucem ad
habemu
35. etl
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nos angula
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Tangentes assigmat
si
partum curvm langentem. quod praestani potest per problem
1E. 10 ducatur
M
postrema autem
s
s
ectant datae par ullatam quae curvam
ve
ve
et
a per antulos tangentia
assignabili interv allo distantium, aliis temper itque aliis interjectis donec appareat terminandae sereri
inr
lagtnda
ait cerie
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s