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# Title: [Ps. 1] (shelfmarks Leibn. Marg. 178, Stück 1; Leibn. Marg. 178)
# Folio 259, page id 175905688X:0281
# Original at the GWLB: https://digitale-sammlungen.gwlb.de/resolve?id=175905688X&page=281
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# Model: FoNDUE-GD_v2_ft_Leibniz, run 74, 2026-09-06T16:05:13Z — 47 lines, status machine
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aI.
COMVENTAREE EN LTBRUMII. 259
eat radicis ralores, qui omnes incer le sint aequales. Ouod ixlum
ut trac, contero aequationem superiorem cum aequatione
3 - 3 Cy7. +3eCy - e3 ∞0, in quay cres habet ralores aequales,
qui linguli sunt ∞ e. Ilanc autem, ut ad ae que multas dimentiones
alcendat, d ejusdem cum praecedenti sicformae, mulciplico per
y.f, e prodic aquatio y + - 3Cy3 + 2ee yy = c3 y - e f∞0.
+f
- 3 ef +3 ees
Cujus cermini si cum alcerius cerminis comparentur, inrenientur
inde f∞ bbcc00
1D
e3((. L e3 005∞3 bbcc00 2bc000
bbcc- 2b6ceC6eC
vD
3b5C- 3b ee = b - 6, d e3 ∞ = 3 b ee X + = b667
seu, quiay clt D C, 73 ∞ = 3byy X F 2 bc6.
Ouoniam autem txc aequatio Cubica est, neque ad Ouadra-
tam reduci potest, superest ut ralorem radicis y per sectiones
Conicas determinemus. Atvero cum aequationes omnes inferio
res construi etiam queane beneficio linearum currarum, quae lune
luperiorum generum, non ingratum fore judicari, si hic ulterius
exponerem, quo pacto opc datae Conchoidis C F Problema pro-
policum solvi postie, sic ut ad constructionem ejus non niliregu-
la acque circino utamur, haud secus ac si ProbleIma FOTCE PlanUIL
Ouemadmodum id ab crudirissimo ac praestantissimo Viro-Tu-
vene D. Henrico ran Fleuraet, Harlemo-Bacaro, inventum tuit
mihique ab eo communicatum.
Esto, ut ante, C A D b, AE rel L C ∞C, BC vel AM ∞y
_ AP ∞ Z Unde ut suPFZ PTO AP invenietur Y3 = bcCY + bb0C
add. ANI.
PM.
Dc6
ECt ANTCMHCM.
o
6c3
0667- bbc6
by:
Exit