[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 335
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: 0.80.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- circulo, da
- ematI
- 3
- neIBBC
- Eculut
- MenA.
- e jub
- recta
- (ec+1S
- 12
- urin
- CcueAR
- pund
- secactu
- ilet
- enim.
- (ecan
- ne
- IMI
- Itit
- C
- 10
- XCD
- l’a
- 0d
- 5, n
- 60
- L Y
- E
- punctat. L. iPsis C. Il. A)dEa quod fit sub M, B agnar ia quoi sib sud
- MFI, M A.
- Subcensas BC, Fe perpendicula-
- TCSKR, LS, eE Connectantur (C-
- midiamerri K C, LC. Ouoniam
- BC, FC proponuneur smilia Tuo-
- rum circulorum (egmenta, RC
- vero _ SG sune semiltes subren.
- Parum BC, F C, ideo similia sune
- criangulaKRC, L.SC, d paralle-
- IX KC, L. C; atque adeo anguli
- CKD, GLH similes, ac denique
- subrensae eorum amplicudini CD.
- CHI parallela. Ouare CA UEND
- ad MC, ita MHI ad MC. SedMD
- adMC est, uc MB adMA. Ecideo
- quod Hc sub MIB, MO eiquod AE
- Tub MA, MIL est aequalc.
- Cadanc enim excemris K, L in
- isdem positis, A) deademrarione id quod fit sub V Z., H D, aequari ei quod fit
- Sub M F, MC.
- Ononiam enim EFOFI esin circulo, ideo est MFL ad MIO, SiCUEMIEad ME. Sed MIFI
- ad MC eAt, SicuE MD ad MC. ErSOOstMF ad ME., SICUEMD ad MIC, e ideo quod sc
- lub MIE, WD ei quod Sc subMF, M C. est aequale.
- PR OBL E M A YX
- Daris duobus circulis, ex puncto, per dacum punctum circulum de seri-
- bere quem duo dati circuli continsanE.
- Sine dati duo circuli, unus ABCD,
- altex EFCH, ee praecerea datum L
- punctum. OpOrtet per Ipunctum
- circulum deleribere quem circuli
- ABCD, EFOH contingant. Cir-
- culorum ABCD, EFGFIjunSANCUE
- CENETAK, L, _ in R L inVENIAEUT ex
- anrecedenre, quod primo locopre
- missum est, Lemmate, N punctum,
- dquo, cum ducentur rectae lineae
- secantes circulos ABCD, EFGHI.
- Similia sinesegmenca. Ip(a veroRL
- secer ex diamerro circulum ABCD
- in Sionis A, D, CIFCUIUM VETOFFGFL
- in signis F, EI, _ ica sCCCTUTMLin
- V, ur quod AELub NL, MN aequa-
- le SIr ei quodAESbMH, MA, et
- PeFI. N puncta describatur circu-
- lus qui a circulo ABCD FaNGAEUE.
- Id enim jam docuiceroblema octa-
- vum. EC Cic conractus in B, et con-
- necta
Cite
[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 335. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0341?run=74