[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 384
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: 0.86.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- V AR TORYM DE REBVS HIA ZH E M A ZTCFS
- ejusdem circuli BCD seu ci aequalis BED dux Ix ampi, aequalis est circum ferenri
- FAB. Facem igicur aequalis quoque est dupla amplicuarm anguli lunaris ABF D. Sect.
- aurem esto vitariam F.AB circum Ferentia in A. AHS Lunaris ABED definica el
- amplicudo, videlicet Cicumlerentia BA. Ouod Faciendum erar.
- PROPOSTTTO VI.
- Friangula mistilinea, lunulis quas aquales circuli describune, exhibere
- 384
- equalIa.
- Duo xquales circuli unuS ABCD.
- alter BF D describane lunulan
- ABED. OpOrTCE LUnUIX ABED ex
- hibere eriangulum mistilineum a
- quale. Subcendatur BD, cruncigicu
- circumterentix BED, BCD aquales
- est aucem B Dminor diamerro, AC
- nim essec communis diamerer duc
- rum aequalium circulOrU COnCUErC
- rene illi, non eriam lunulam deseri.
- BCrenE. Ouare SecatUE circuluS qui
- liber inxequalirer. Sit aurem superio
- circulus ABCD, à quo dempea lu
- nula relinGLATE AguI Xcegrotdu
- E BCD. E.A igirur circumterentis
- DABmajor circumFerentia BCD, Cet
- BED. Ouare a circumferentia BA
- auFCratuF Circum FereNEIa BC circum
- FerenEIA BC D sCuB E D aequalis, manifectum est criangulum mistilincum CB)
- crura habets aequalia BG, BD, ip la sque rectaslincaS; balin vero BD circumferentiant
- lunula ABCD esse aequale. Tancum enim derealile lunula sccrio BC, quancum eide
- addic lectio VD. CaMHHEBD, BC lectionesmese aequales.
- ROPOSTTLO VII.
- Si abUnAGLAGUE EXTeMiTatuM diaMCCH, IUIMLMLHI HI C UdeM Datten
- cacum, inscribantur linex rectae ad terminos sumpearum x qualium ct
- cumterentiarum: Spatium cir cu Guod interiac et incer diamctrum et pic
- rimam inscripeam, adjuetu seco circuli, quam Facie altera in (Cxipla
- rum, aquale est duobus sectoribus qui sub aequalitus sumpris circumte
- Sit circulus sub A cenero, dime
- tiente quacunque BC delcripeus.
- in eande parrem circuli à dimetient
- BC bitariam secti sUI ANEUF CIrCUI
- Ferentix CD, BE aequales, et subret
- danturBD, BE, agantur quoque le
- midiametri AD, AF. Dico spaciurE
- comprehentum a rectis BD, BCd
- circumferentia DC, aequari lector.
- buSBAF, C AD. Triangula enimre
- Ctilinca B AF, D AC aequalium sUI
- laterum e angulorum. Duoniam a1
- tem in angulo rectilineo BDC rect.
- DA secar bitariam ba sin BC, ideo le
- cac quoque bitariam ipsum erial
- IuI
- circuli duxe circumterentix xquales; ab alcera aurem carundem eXFrCu
- Lenciis COTHPLChENdUNEUT.
- lum
- la
- deu
- ector
- Circi
- pC
- tiarur
- ecto
- atera
- ria
- cir
- Mor
Cite
[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 384. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0390?run=74