[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 340
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
- 140
- c
- A OB E E M A II
- Data bale, alccume. de ratione crurum crianguli, invenire triansu
- lum.
- Oporieb autem, cum basis secadit ptoratione crurum; e rectangulum quod
- sit sub seementis adplicabitur ad altitudinem, quod inde orietur, non minus esse
- differentia seementorum basis.
- Sic dara rrianguli ba ls BD, alcicudo Z, ratio crurum uc S adR. Oporrec invenire crianeu.
- lum. Basis BD Secerur bitariam et ad angulos rectos in C a recta P. C quae Cc ip (1 Z. a qu alis.
- _per AagaTUF FAC ip (I BD parallela. F adem basIS BD secetur in F. racione crurum uc lo
- BE ad ED, SICUES ad R, _C AGAEUFHE ip h AC aequalis et parallela, e ira producarur in Lu
- quod Ac(obHIE, EI Sc aequale eiguod
- AETUBBE, E. D, eE secetuIF F.L BitatiAI
- in K, _cenero R interrallo FK vel K
- describatur circuluSquem AC COnTI
- nuaca secer inpunctis L, M, aur demis
- concingat in M. Secabicenim aVECON
- tinger circulum illum AC. quoniam
- cadens in eam ex cenero K perpendi
- cularicer erir aqualis ip(IF C, cui ex
- caurione adjecta Problemari praecta
- bic aur demum erie aequalis EK Cemi
- diamerer circuli. Denique acta MIF
- sCCCEFO InN, _ connectantur BH.
- ND. Triangulum igirur constructum
- eAt BLID, cujus bats eA data BD, il
- quam cadens perpendicularis NO AC
- ip(i AC seu Z darx aequalis. Connecta
- tur aurem IM. Suncigicur crianguli
- Similia rectangula NHE, IMF, de el
- NENLadIE, ita HIE ad EMI. Ouod Eciraque sub NE, FM aequale est ei quod tic lub tL
- EL, id es rectangulo sub BE, ED. Ouare punCta B, H, D, M sune in circulo. In eo aurem l
- centa BD secatur bitariam ad rectos angulos ab AC. quare lectio cA percenerum, dt lut
- peripheriae aislales BMI, MD. angulusigitur BNL atiouIO E ND est equalis, e ideo ett b
- adND, Sicu BL ad F. D. Friangulum isitur B H D descriprum est sub data ba(e BD, cl
- jus alcirudo VD aequalis est imperacae L. let AC, ec BN ad ND se HabCE, UEBF ad F. D levr
- A OBL L sit A Lll.
- ueSadR. Guddlaclehdum erat.
- Sic crianguli daca batis BD, alcieu-
- do DE, adGrEBATUM CrUTUIM BF. C
- porrerinvenire criangulum. CCntrO
- B incerrallo BE describatur circulu.
- EZII, INClIHENEUFAUTEM DF, DB aC
- angulosrectos, ip laque DF duplice
- tur in C, X per puncta , D delcri
- bacur circulus CFID circulum HFL
- contingensin EI, e sic circuli CH
- Centrum A. itaque connectatue AL
- Friangulu igirur costructum Cst ABL
- EI
- paa
- sub data balc BD, _ UNE AD:
- 9u2
- Data base, alcitudine, et aderesato crurum criansuli, invenire triangu
- IIIII.
- equales
- bus
- elt ex ce
- rectos.
- 2, 21
- Ualem
- Deba C.
- liare,
- D3
- ciar
- eturum
- BuI
- NDB
- D d
- dum
- ectarur
- ANEB
- licer
- Qle cr
- ides
- aarer
- D
- C
- x
- aetur
- AD
- Sulum
- Que DF
- reuli
- ue
- dic d
- criam
- 105
- Iem
- riba
- da sec
- 10
- gulu
- at
- dar
Cite
[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 340. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0346?run=74