[Ps. 1], fol. 242
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.
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The machine reads it as
- 242
- FR A N CES CF d SCH OO FE N
- pro latere recto habeatr, pro transverso autem q: fiet per
- rium Theorema i libri Conicorum Apellonii: X X Dr y - yy.
- unde tollendo X X, restabit (s - V~ 1 2 2y - yy ∞ ry Y3
- vel yy quy = quy + 900 -95)
- aequale nihilo.) Frenim AD
- lacere existente rectosr, eoque ad A G perpendiculari: crie,
- Propter eriangulorum OAD, D FIF Similicudinem, ut G A ad
- A D, hoc est, qadr, itaFIF seuM A, hoc CH, Y, ad FD, quae ideo
- est -. Ouam si per FI F mulciplicemus, hec rectangulum
- HIED D3. Dein-
- de quoniam pex r3 cium
- ProP. Imilibei Coni-
- corum Apolloniire.
- EtanGULUM NI AD,
- minus rectangulo
- EL F D, aquatur
- Quadrato ex C M; et
- quidem rectangulum
- M A D CErV: Critre.
- ctangulum M F vry
- . Acque ideir.
- co aequatio talis: ry - - ∞ x x; hoc CA, r y - ∞55 - vV
- F2 py -yy: Guippe quod suniliter ipli x x est aequale. IIaeC au
- tem aequatio ut ad superiorem reducatur, oportebit utrobique
- pergmulciplicare, ut tractio eranelcat: Fietque gry = r y y ∞955
- =qvv. L 2 qVy - qyy. Denique Facta eranspolicione, uc quan-
- citates in ry duex unam teneant aequationis partem, reliqua au
- cem alceram, dividatur urrinque perq -r, habebicurque
- Cregu = 455 =900 -2quy + quy
- y∞ 255- 900. + 2907 - 9r5
- Caetera, quae huc spectane, inveniuntur incer lin. 2T. Pa5. 45.
- ee lin. 9. P. A6: quae, cum lacis sine clara, explicatione non egent.
- Eodem modo, si C. F. sit curva linea, per motum Parabola
- descripta, 56.) Cum enim, propter Cimilicudinem eriangulor
- VUI
- quavonuum veriiio L
- inet
- oste
Cite
[Ps. 1], fol. 242. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175905688X:0264?run=74