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# Title: Leibniz-Handschriften zur Mathematik LH 35, 7, 1
# Folio 39r, page id 00068073:0077
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loMaitu qs
1679. Scheda quarta tentaminis ad
dinenstonem arcus alicujus particularis
Et
Curva aliqua
hujusmadi:
a
c ede ee
vcto
Transcendens
 etc + a +
ao
 + Vt + a
 inelius sub finem
hujus schedae expressim
aequ. 0.
ponendo b esse quantitatem ogiea ee
e
determinatam,
sse quantitatem
e
aliquam utcunque compositam ex ee ductam
 quae est aliqua lex. circuli alterigue
in l
curvae analuticae ordulariae Sunctionibus
et ductam in curvae abscissam vell
C
aliquam indeterminatam, et
ng
a
esse quantitatem aliquam Litcunque compositam
C
ex a arcu vel ex arcu dato datam
b
ongitudine vato datam: ajo hoc
posito
posse dari arcus quaesiti dimensionem
nam posito
X
ri
proco
V,T
aequ. 0. seu
 aequ. 0. seu ipsa f hoc modo determi
ftroco
in
nata sit etiam
a
ex datis determinatur
mis
V non ingredi in a
aliam datam.
Quaeritur
aequ. 0. seu
arcus. pour auter
sed  vel
Rem distinetius concipiamus
aequatio ad aliquam curvam in qua
aliqua ex curvae ordinabus functionibus quae sit
ad rectam ex arcu circuli positione dute determina
datam ut alia recta eodem a recta exaren
ex
datimagnitudine rat data ad aliam recta
aim dosttione
datovatam