[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 145
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.
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The machine reads it as
- 10
- 11
- nC
- n
- Teri
- Verique igirur aquarionis parti addarur id quod defieir ab effecto a Matura radice pla-
- na quadraro, ergo hac aequalium aequalibusaddirione, rursus pars parri equalis erie.
- suct illraque pars dividitor subquadrarice, illic revocara ad analylingeneli, orietur
- manifelto Guad. + C plano F L quad. =
- Duod si alcera quoque aqualicaris pars posser diridi subquadrarice, quod oritetur,
- Forer radicibus lnsplanis ex prilta parre ortivis aequale.
- Ettingendum estisitur quadrarum à radice plana, dt illud alceri aequalicaris parri, id
- ElC Z. Plano. plano una cum suisadfectionibus comparandum ex adaequandum, ucr2-
- dices quoque comparencur d adaequentur inter sc; de caruarur idcirco radix illa plana
- eltingendi quadrari colidum = F in A, sc enim in comparatione eranelcent adfectiones
- lub A e gradibus, e incidecurin aequalicarem de F, quorendendum est
- Estictum isitur quadratum exic. FB Codosolidum p F quad. in A quad. = B Colido in A
- equale Z plano- plano - B solido in A. F C plano plano. F F quad. quad. + L. quad.
- Ih A quad. = C plano in F quad.
- Ex deleris urrinque adtectionibus sub A X A qua d. B olido coudum, aequabieur Z. plano-
- plano + C plano plano L F quad. quad. =- + C plano in C. quad.
- Ex omnibus in L. quad. 4. ductis a rice ordinaris, P. quadrari- cubus L C plano + in F.
- quad. quad. = 2 plano plano 4. = C. plano. plano q. in F. quad., ae quabitur B Colido- solido. Inno-
- releac aucem E esse D: A quad. + D in A, aequabicur B om = C plano + D quad. =.
- EE A PEOPONatur A quad. quad. F G plano in A quad. 2 -B Colido in A, equari Z.
- Plano. plano: radix ettingendi quadrari staEVCTUE, BEdidum = F. in A, comparanda A quad.
- + C plano F F quad. Z
- EE S PEOPOnatuE A quad. quad. - Cplano in A quad. 2 = B Colidoin A, Xquari 2
- Plano. plano: radix plana eftingendi quadrari stacuetur. onaum F F in A, comparanda
- EE L proponatur Cplanum in A quad. 2 -+ B Colido in A - A quad. quad, xequari 2.
- Plano. platio. Inversis adfectionum nols: radix plana eftingendi quadrari saLHCTUE
- quoque
- + F. in A, Comparanda A quad. - C planO - +. F. quad. =
- EF SI proponamr C plan. in A quad. 2 = B Colido in A - A quad. quad., Xquari Z.
- Plano. plano. Inverlis adfectionum nocs: radix plana effingendi quadraci statuerur F. in
- EE E Proponatnr denique B solidum iA - C plano in A quad. 2 - A quad. quad, x-
- quari Z plano. plano. Invecss adfecttonum nocis: cadix plana efingendi quadrati
- CTaEUCEUE F in A, ecoido, compalanida Aquad. + G plano L F. quad. E. Fic ita que
- omni calu reducco qua imperara eA.
- A OY A ZTO N V V.
- A quad. = C plano F F. quad. =
- E comparanda A quad. - C plano = P. quad. =.
- A LIY E R.
- ualitatem quadraro-quadidti aftecti eam Cub latere quam quadea
- o Pe ccu CoCd radicem habentis planam, ad quadraticam
- reducete
- Proponatur A quad. quad. = C pratom A quad. B Colido in A, aquari Z. pl2.
- eroblelie addacur F. planum in A qualt. + F. plano plano Z. Pars igitur parcicurtus
- Platio, dividicor isicur quoque aleta pars subquadrarice, et ideirco eAingatur qua-
- Mlacum abs commodaradice, et illud comparetur, ee adae quecur alcera illi pats, uipote
- no. plano. porrer tacere quod imperarum elt.
- Duoniam per ea qux proponumtur, Facta metarhesi, A quad. quad, Xe quacurZ pla-
- 20. plano - C plano in A quad. = B Colido in A.
- a
- A + E. plano in A quad. + F plano. plano.
- daequabiur, ec ab illa quidem quum atidicur subquadearice, oricur A quad. + F
- uad. = B lolido in A, aquabitur L plano. plano - C plano in A quad. - B Colido
- Itaque
- E plani = C plano in A. IBIEUE otumo . - v1. 4. -Y E plano - C plano
- Hacurcor radix
Cite
[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 145. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0151?run=74