[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 16
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: 0.89.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- LOCTS YTCF. N S PEC
- L A EO R E N a
- Aderegarum duarum magnicudinum adjunctum differentix carundem; aequale ell
- duplo magnicudinis majoris.
- PR OPOST TTO VII
- Ctarum magnicudinum aderegaro difterenciam carundem subdu-
- Sic ex A + B auterenda A -- B: relidua sic B bis. Vnde
- T H E O R E M A.
- Aderesarum duarum magnicudinum mulaum discremia carumdem, equale cst
- duplo minoris.
- P R OPOS FTFTO VTTI.
- Em eadem magnicudo contrahitur, inaequali decremento, alTeFAM
- ex altera subducere.
- Sic ex A =-B sabducenda A- = E: residua erit E. - - B. Uud ABTeM CA CONTA-
- ctionum difterenciam subnocasse. Vnde
- E E E O R E M A.
- Si magniudo inaquali minuatur decremento, differentia contractionum eadem
- est quae conractacum.
- P R OP OSTXF0 IX.
- EIm eadem magnitudo protrahitur, inaquali cremento, alceram alce-
- i lubducere.
- Sit ex A. F C subducenda. A + B: relidua erie C- - B. Vnde
- T E E O R E M A.
- Si eadem maenitmdo inxquali augeatur cremento, differentia procractionum ea
- dem est quxe prorractarum.
- PR OBOST FFO Z.
- m eadem magnicudo procrahitur, de contratritur inxequali cre.
- mento e decremento, alceram alceri Cubducere.
- Sic Cx A L C subducenda A -- B: FCHdua eric O I B. Vnde
- T E E O R E N A.
- Si eadem magniemdo prorrahatur e contrahatur inxquali cremento de decremen
- co, differentia proriactae de contracta aequalis est adgregaro protractionis _E COnTa.
- ctionis.
- PR O P OSTFFO XI.
- Orestatem puram à binomia radice componere.
- Sic radix binomia A L B. Oporreat ab ea porestarem puram componere.
- Primo componendum sic Ouadearum. Ouoniam igitur lacus dum ducicur in (e
- Facie quadrarum; ducatur A. f B in A. F B, e collixantur singularia efecta plana:
- ceune illa
- CerC.
- A Quadeatum.
- Ht in B bi5.
- Guadcaco.
- Duae ideo aequabuntur A + B quadraco.
- Secundo componendus lic Cubus. Ouomiam isirur latus dum ducicur in sui qua
- deacum.
Cite
[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 16. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0032?run=74