[Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica, fol. 701
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: 0.84.
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The machine reads it as
- D0
- et
- Prop. LII. S Cuam canir ravitatis
- Cunque tum BB, C C, D d, dc. (similes arbus) Sineradiis suis XB, ZC, Z D.
- proporcionales rectae BB, Cn, Dd: eruni ha rectae arcubus illis proportionales:
- Sin Conrertionis aris Z, LecLISALALI LIICAHIVe COn-
- vertendam: limiliter oltendece, Segmencum LFII.
- XDS, seomento facti ex Conrectione ZD d; e re
- liquum ZBB, reliquo XBV. 2u dilterencia dit.
- ferencia aequalis; FF ucrario (per demonstrata ad
- PrOP. PracCd. ) ipLi Prilmatico (Sorido, vel Superticici,)
- BDr 2. Duod icidem crac demonstratetiim.
- BB
- PBB PB
- PBB, vel B~. Dempe quole B vel B, in
- P ducto.
- Tem; daca magnicudine Factae exposita convertio. 1
- BBDEBBCC
- B) PB(P
- ab axc convertionis.
- P) PBB(BB
- P)PB (B
- per P dirito, emersit.
- Denigue; Bisectis D a in M e DS in ; ductisque per conrectionis adent vel C.
- AdEOgUO, PFOPteE Cn ipSI Cic aequase Del Conttructionem; crunc ee reliquae re
- liquis, aequales; et omnes omnibus: (Ce, BD ab figura (lire solida sive su-
- perticiaria convertione tacta ). ip B Frulto; adcoque e (per Praeceden-
- tem) ipsi B Dr n 3 figura Prilmacia lper candem vel aequalem balin Alcitudi-
- Sc. proportionales; tum (proxeer limilla ( atSa) s LB, AC, XD, ec
- nem habenci Cin, ipti Cc aequalem. Ouod erac demonstrandum.
- magnicudine quae sic B B, vel B; atque
- Ceneri graritatis C, ab X convertionis
- axc, diltantia; adeoque ee peripheria
- CC longirudine, quae sIFP: datuIT Cx
- potita convertione tactae magnitudo
- Llague; Dacatiura Planx lineaere exposica (BCD)
- B
- F
- nC; puta P BB, vel P B; ipsaque conrertae magnitudine BB,
- vel B: datur arcus (speche expolici) lonsiudo ~: (nempe
- quod ex P B B vel D B, Per B P vel Pdirio emersit) adeoque
- et radii quo deseribitur: quae eMt dStaMia CONCTI BraVILALS C.
- Iem: data P BB vel B magnicudine tieura convertione F
- factae; _ distancia ceneri praricaris convensa a conrextionis axc;
- adeoque de quae ab hoc delcribicur Peripheria Z; Datur conver-
- exe magnicudo PP vel Nempe, quod ex PBB, Vet LB,
- Ongulae aciem X, planis Z BI, X a: Firime, ip illo, Contra 13
- avitatis liveri
- et
- arcuum ut Bh, Dd, convertione factorum: in doo, rectarum lingularum ne, B B l43, 144
- Ds ungulam constimentium, (per 2 8 3 hujus:) Adeoque in illo aFCuI CO. -43, 140.
- mune omnium, (hoc etC, Superticiei vel Loliat COnVeKtONE TaCI;) I HOC, Com
- Ex Plana (lincare I plano) circa rectam in eodem plano deseripram: Salrem Fis. 148.
- Icta iplam non lecet.
- Fxempli SCalta. SIt A DB semiparabola; cujus maeniindo ad maenicudinem L.
- PEEE3
- Darallelo.
- din
- 1FIS. 142
- mune omnica rectarum, hee ngula Supersscialis La e,) cencrii star
- catis: Fe 2, Bap. Plaled. Ia Cla ALaHIa.
- Aeque hinc constat generalis Methodus exhibendi Solidum conrertione figu. H.
Cite
[Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica, fol. 701. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/851387705:0721?run=74