[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 287
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.
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The machine reads it as
- M.
- (F V L +LLLS
- L
- SECTTOVI
- PHTEOREMA LA LLOOAIRODTEDA
- DEMONSTR ATA
- D E R
- AL FX ANDR ITMI ANDF RSOA Et M.
- T H E O R E M A I.
- og ltuerine eria criangula rectangula, quorum primi an-
- Sulusacurus, differat ab acuro secundi, per acutum cerriis
- (S Lsic excestus penes primum, lacera certiirecipiunt hanc
- olimilicudinem.
- FErpocenula, Ec limilis rectanisulo sub hypotenulis pri-
- midlccundi.
- Perpendiculum, smile rectanoulo sub perpendiculo
- erimi eebale secundi, minus rectangulo sub perpendiculo secundi, et bale
- Primi.
- Balis, rectangulo, sub basibus primi ec secundi, plus rectangulo Cub per-
- Pendiculis corundem.
- Lanculus acurus incelligicor, cui lacus perpendiculi voce designarum subtendicur. reliquuse recto, cui
- hasis. hypocenusa vero, latus recto subtensum.
- Siperria crianguIA AEB, ADB, ACB, quOrUM BALES CINEAE, AD, AC, perpendicula
- Lb, OB, CB. SCCCCF Bbalin AC in spuncto: de demirtatur perpendiculatis DC in se-
- ctam AB
- ErirguenE AD ad DB, ita AE ad FF, id
- eICF. B minus IB. _ rectangulum DBInAF,
- equale erirrectangulo AD in FB minus AD
- in LB, addiroque communi AD in IB: DBin
- AE plus AD in IB, aequabitue AD in F B. est
- Quogueur AD ad AB, ita CB ad IB, dre-
- cangula AB in CB, AD in IB aequalia: Cr 30
- OB in AE plus AB in BC, aqualia erune ip (I
- AD in EB. ec ablaro communi (AF in DB,)
- ABin BC aequabicue AD in F B minus AF. in
- B. quibus ip( AB applicaris orierur larieu.
- oDC, erirque AB quadeatum ad AD in
- LBminuS AE in DB, uc AB ad BC. Ouoderatdemonstrandum.
- LLUECUSUEAG ad AD, iFA AE ad AI, _ AD in AF, aquale erir ipl AC in AI; est au-
- A ABinAC, aequale AC in AL plus AC in 1C plus CB in AC: e C B in AC, aequale
- ACB in AIplus CB in 1C. est quoque AC in 1C plus CB in lC, aequale AB in IC. et
- Loinde AC in AI plus AB in 1C plus CB in AI, aequalia erunc AB in AC: Sed CB in AI,
- Mm 3
- aequale
- o
Cite
[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 287. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0293?run=74