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# Title: [Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica (shelfmark Leibn. Marg. 101)
# Folio 177, page id 845634801:0183
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Sed
et ad0
dividi
est
dat
Ptit
PFOPONAEUELC = 3ON, aquaxi 14, 356, 197. Ouxritur quanta (IC L N, tadixVC prOPO-
siri adfecti cubi.
Id cs, quidam numerus ductus in sui qua drarum ec in 30, Facir 14, 356, 197. Quarieur
quis sir numerusille.
EIL 14, 356, 197 cubus non purus, sed adtectus adjunctione Colidi sub latere et dato
PlanO30.
Cubiaurem hujulmodi adFecti ordinata penelIs, seneh cubi purihocrancum addic, ue
lacus singulare, quod primum elicitur, ducacur in coefticiens planum. Deinde in idem
quoque ducacur larus le cundum.
ExadFecto isicur hujulmodi cubo ur eruantur latera. sedes unicarum cubos singulares
metientium per cernas alcernas, ue in analysi cubi puri, distinguencur figuras, punctis
commode a dexrra ad laeram subcus adnocaris. Fc quornumeraneur se des cuborum.
Punctare: coclarerum smplicium (cum coetticiens planum sic sublarerale) consticueneur
Per lingulas Fiouras desuper, policisque eriam punctis delionabuneur. X in ulrima simpli-
eium sede, quae prima sic dum cenditur a leera ad dexrram, coesticiens planum consistet.
Vnde ( conster pluribus Aguris quam una, prorumpene in anceriora reliqua. Hisqueica
constieuris, lacera elicieneur non alirer quam in analps puricubi, hocaddico, quod
ipsum coefficiens planum in dirisorum numerum adscribitur. Fcelicira Cingularia latera
ducuneur in illud, Colido quod inde Ar sub le de coetticientis iplius desinenre, es auterendo
exadfecto proposiro cubo. Coeticiens denigue in succedentia loca ordine subjicieur,
cum subrus dirisores quoquemorebuncur reliqui, uc in paradismate.
Paradiema analy seos cubi adfecti adjunctione solidi sub coefficiente
Coefficiens planum
Solida imprimis au-
Summa solidorum
ablatitiorum
Reliquum resolvend
cubi adfecti.
planoC latere.
L Eductio laceris singularis primi.
Cubus adsectus resolvendus
Divgorum
ferenda
Pars su-l Coefficien.
(Planum
Renanum resolvendi cubi adt
POT ESF A FVM RESOLVYFONE.
sublaterate 1
Tot puncta lace-
rum simplicium
 cubica se
vecuborum.
cta cubica.
Cubus lateris primi.
2.
umo
0 00 Tot
pun
ula
perior
TI Eductio lateris lingularis sccundi.
CEriplum quadra
Divisorum: Crarum laceris
dertint.
Pars in
0
Et prais lacus
primum
A latere primo ist dois solens planum.
Summa