[Ps. 1], fol. 498
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: 0.76.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- 198 IOFT A HHES HIUDDENTL EPIST. I.
- E Exemplum, in quo licera b ubique unam tan-
- cum dimentionem habet.
- Eso aequatio ProPOlIta X = --2 a X 3 + a a X X L a3 X = A ∞O
- L b = a b
- +- b43
- Ergo bx3 -abXX L ba ∞ - X L 2aX3- a aXX- a3 X p a+
- dir. per X3- aax F 23.
- HE b ∞ = X F a
- _ X - a- F b ∞ O. SEquatiO, Per
- quam Propolica diridi porett.
- 2 Fxemplum.
- F.CO aequatio PrOPO(IEL ∞3 - 20b X X F 6Oa a x - 120a3 ∞O
- 2 8t + 70 ab - 60a ab
- FrsO -- 2Obxx 1 7Oabx - 60aab∞- X3 + 2aXX 6OaaX L +2043
- lIV. DCL 2ONX. 1- 7OaN- 6OaA.
- At b ∞
- N3- 2a X X = 60 a A X - T20 a3
- 20 X N - 7O 4 X = 60a a. LlujUS
- autem maximus communis dirilor, per Mechodum ante delcri
- peam, est x -2 an per quem (i Fractio abbrerieeur,
- d de 60 a a de 3 60 a a
- Hec b∞ = 20∞ L 30a Vet 20X - 30a
- seu, quod idem eAt, X X = 20b x + 30 ab ∞0. Ita ut aequatio
- L 60a a
- Propolita inhanc, et praecedentem x = 2 a ∞0 divila (II.
- 3 Exemplum, in quo Quantitasctantum
- +_ 2 habet dimenliones.
- EAo X quatio PropOlIca xt + LBaCX X - 4 a aC X. L Y2a4C6∞0
- aa
- FrBOTZ a466∞ = 8 a X X C - X +
- AECC~
- + Aa a X C + a a X X
- 4 a X = 8 X X
- 12a I1C, _a XX = v+
- Unde extracta radice invenictur
- CX
- X - ∞ X
- 2 a
- 12a a
- 3Hoc CCt, XX- a X L 2 46 ∞ 0
- Vel6 = arx ux hoc est, N N L a X F 64c ∞0.
- 6a
- Ica ut aequatio Proposica in ha(ce duas sic dirila. Ouoniam au
- tem
- a fea 2c e et
- tC
Cite
[Ps. 1], fol. 498. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175905688X:0520?run=74