[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 214
Machine transcription. Not an edition. Errors are expected: about 8% character error rate on Latin and French lines, higher on German. Mean line confidence on this page: 0.90.
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The machine reads it as
- 214
- DE NVM E ROS A
- eaari, ipsumque majus, ut indicat limirum praefinitio. Cum autem adplicabitur pl. nu 9. L01
- adlonsicudinem 343, orieur 27. Vel ablata lonsicudo 343 ex 370, relinquit 27. Itaque latus M
- erit =7.
- PR OBE F M A LL Y TI.
- Dato innumeris Colido sub latere, e dara coefficiente plana magni.
- L cudine, adfecto mulca cubi, latus analytice elicere.
- PEOPONATEI, IO4N - ZC, aequari 155, 52O, Ouaritur quanca sic magnicudo LN, 12.
- dixre propoliri cubi avul(I.
- Es 155, 520 Colidum sublarere et dato coefticienre plano 13, 104, adfectum mulca cubi.
- Ouando aurem porestasnegatur de homogenea (ub oradu, lacus est anceps. leaque ea quae
- proponicur aqualicas de duobus laceribus porest explicari, quorum unius quadrarum
- minus eseriente 13, 104, alterum majus. Ac proinde cum adplicabicur eriplum Colidi 155.
- 520 ad duplum plani 13, 104, orierur longicudo majorradice minore, dc minor radice ma-
- jore. Arqueadeo urraris radix ITa OCCUETET.
- Paradioma primum analyseos cubi avulst a solido sub latere,
- ad inveniendum radicem minorem.
- T. Eductio laceris singularis primi.
- Coefficiens planum
- Solidum sublatere mulcarum la-
- teris resolvendo cubo.
- Solidum restituens.
- Solidum restiturum.
- Solidum princixale minuens.
- Excessus solidi resticuri reliquumve
- resolvendi cubi arulsi.
- II Eductio lateris singularis secundi
- Divisorum pars s Coëfsiciens 1 3 +8 4
- superior
- planum.
- Reliquum resolvendi cubi avulsi.
- Divisorum (Triplum quaut
- pars inferior
- laters primi.
- Triplum latus primun
- encessuo divisorum superiorum.
- 13+ 10 4 sublaterale
- Cubus lateris primi-
- Alatere primo in coefficiens
- UM.
- 5011
- v
- ue
- uii
Cite
[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 214. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0220?run=74