[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 327
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: 0.85.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- seribete.t
- quoniam
- ta ex Ccdu
- C deseste
- deserip
- equicu.
- alus NO
- ea secali
- uS pun
- Ihc18
- dsclut
- C ex C0
- oPON
- 1C
- et.
- 1I.
- ircu
- linet
- b
- octetpet
- cC, 4
- ancus i
- aralletan
- rectosa
- AC1
- escrib
- ph AD
- ecat
- caGu
- Ouod E non Fucric AB ipsi C Z.
- Parallela, conreniant ambae in F, (c-
- CeTUF aurem EZ in C, ica ut quod AC
- sub EB, E A aquale (C quadraro
- ipLuS F C, _ per puncta A; B, C de.
- scribacur circulus. Lgieur FaNGCTUE
- 2 recta E CZ. per expolirum Lem-
- ma. Ergo quocunque casu delcribi-
- tur per puncta A, B circuluS ABC
- quem recta CZ in ipso C pun-
- cto conringit. Quod etac FasIen.
- dum.
- PROB LEMA III.
- Datis tribus lineis rectis,
- describere circulum quem ha-
- rum unaguaeque continoat. -
- Portet aurem datas lineas re-
- ctasnon esc parallelas.
- Sinc datae cres linex rectae AB,
- CD, BD, acque harum BD nevtri
- reliquarum (c parallela ex cautione
- adjecta Problemari, itaque reliquas
- secet in iplis B, Dpunctis. OpOFCE
- delcribere circulum, quem rectae AB,
- CD, BD contingANE. SECONEUE BI-
- Fariam anguli ABD, C DB a rectis
- concurrencibus in F, itaque CINE
- BE, DE, d cadane in AB, C. D. BD
- perpendiculares EA, F C. FF FrunE
- igirur ex aequales. Friangulum c.
- nim rectangulum F AB limile cA
- criangulo rectangulo FPB ex con-
- Aructione, urriulque vero commu-
- nis est hyporenusa BF Ouare alri-
- rudo F A alcicudini P P erir aequalis.
- Sic octendetur E F aqualis ipH F C.
- Cenrro igitur P interrallo L A seu
- EF vel FC delcribatur circulus
- AFC. Delcripeus est igitur circu-
- IuS A F C quem rectae AB, CD BD
- cangunc in punctis A, C, F. Ouod
- cractaciendum.
- Lemma.
- Per datum punctum aucere
- lineam rectam secantem duas da-
- rao ad aneulos aequales.
Cite
[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 327. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0333?run=74