[Vera Circuli Et Hyperbolae Quadratura] Vera Circvli Et Hyperbolæ Quadratura, fol. 57
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: 0.88.
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The machine reads it as
- id
- 1b
- SUEX XXZ CIrCAAXEM VS in PaTIOnC COMPOHCA; ex PFOPOP
- aione superhicici erunei inferioris z4 C D ad superhiciemeru.
- ei inferioris 567YXZ et ex proportione radiiroracionis L L
- ad radium rocacionis Te, quod demonstrandum erat.
- Hoc Theorema criam locum habet eodemquemodo de:
- monstratur in superEciebus rocundis genicis a rotatione li-
- rea rellinearum quarumcunque fcuram non comprehen-
- P RO P, 29. Z HI P O R F M A.
- Si super qualibet Reura circa axem intellicatur cylindricus rectus.
- ita sectus a plano in duostruncos, ut planum per oppositarum cy
- Vindrici basium axes ductuna, si at plano secanti normale: truncIs
- onus erit adrruncum alterum reciproce, ut partes radii rotatio
- nis resecta a centro eravitatis figura.
- Vper qualibet AGUFA L RM circA axem R N sic cylindri-
- CUS reCtUS ABDMLK SectUS IM ErUNCOS ABDZY2, Z.Y2
- HLM, a plonOF TV C ad planum ACNK, per oppoliearum
- eylindrici balium axes AC, IEN, ductum, normali: LinEP, O5
- cenera gravicacis balium oppolitarum, quae iunsancur rect a
- PO. Producatur planum (ccansi donec axes AC, REN ((I OpuS
- eAt) productosincersecer in punctis F, S; de in eoldem axes
- (A OpuS est) produaos sine perpendiculares FI, S C; mani
- Fectum eA FIS Gese parallellogrammum rectangulum, icem
- Fi esse exlindrici alcicudinem, ee IS rocationis radium, quip.
- pead incerlectionem plani secaneis se ba (eos L K MI nempC
- rectam TV cA perpendicularis, quoniam ducitur in plano F
- ESt, quod verique plano ec secanti e ba(cOS L. R. MI elt nOr.
- Male. DICO ErUNCUm ABDZ YZ eNC ad cruncum 2YY
- MFK rereciproce 10 ad O5. amediis punctis rectarum
- FI, 9S, ReMDC EI, R, ducanEuF rectX HS, RF, RCCNOM
- LTR secanS OP in X; erune icaque incer sC ParaIICIA de
- aqua-
- dencium.
Cite
[Vera Circuli Et Hyperbolae Quadratura] Vera Circvli Et Hyperbolæ Quadratura, fol. 57. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/834940469:0141?run=74