[Ps. 1], fol. 477
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: 0.82.
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The machine reads it as
- hoc con
- num,
- le
- D E RE DUCTTONE A OUAYTONAM. 477
- adb∞- F 2, Sed cum sic h Aat ∞o V C. v, deberet, juxta determino-
- tiones superiores, pesse X
- s qVC. V
- PYC. V-
- hoc eAt, ∞ F 10. Id
- VO. V
- quod cum fractio existat, transeo ad h ∞ F +, atque inde obti-
- neo y ∞ ,= 87, hoc ett, y ∞ = 2, aut ∞ - 2. Ouorum qui-
- demnon niliy ∞ -2 retinendum est, adeoque divilio tentanda
- Per X X Hy X F B∞ X X = 2X F 4 ∞ 0. Ilxec aurem procedere
- comperitur, oritur nam que pro quoriente x + - T X 3. L I X X 1
- TX + 23O.
- Fodem modo, si examinare velimus hanc equationem
- X = LX 5 - F ∞ 4 = 2 ~ 3 + 2 X N f 4 X f 8 ∞ O: GuOnIaM p
- Clt∞L, 9~ I, Y∞ = 2, s∞2, F∞ 4, CEVDB, IAVeNIEUF
- 2B.
- Sumendo autem h∞ L F, non poterit VQ. extrahi; quocirca
- eranseo ad h∞ F 2, invenioque h Fore ∞ V C. V, ac B ∞ V =, ut
- d b∞ L. Unde sic uc juxca dictam decerminationem ralorem
- quaeram iplius y per hane aequationem
- : 5.
- 13 = P7y YC.VY = 2PYC. V
- =3VC. V-
- hoc est, 93 - Z yy - 5y. f 6300.
- 00
- F quarequatione pro y nullus ralor rationalis invenitur praeter
- 2, ac proinde dirilio tentanda relinquitur per X X L y X L B D X X
- =F 2 X f 2∞0. Comperitur autem hieri posse, oritur enim pro
- quotiente xt- LX3 L LX N - 2 X. F 4. D O.
- Exempla 2i C asus.
- Esto examinandum, an haec equatio
- 6X - L ∞ + - 3 ∞ 3 F 6a X - 3 X 4∞
- dividi possit per aequacionem rationalem z dimensionum, in qua
- mulli cermini deticiant.
- 000.
- Cum
Cite
[Ps. 1], fol. 477. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175905688X:0499?run=74