[Ps. 1], fol. 273
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: 0.75.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- i
- 2
- eris
- siei
- cen
- 1C3
- d
- e
- DmBE
- GOMMEATARLL EN LTDRAMIL.
- ∞ X a a - a Z - 77
- 273
- CE. F2 ay + 2Z y - 77, Pro quadraco BF.
- Hlinc cum habeatur aequatio inter quadracum B F bis inventum,
- invenietur, ordinata aequalitate, y ∞ 2 2a = 3 4 2 + 2Z- 2 a x - 2. X
- FAojam DN ∞V, d NB ∞S, crieque F N ∞ v= y. F quibus
- ruxlus facile est invenire quantitatem y, suppositis quancicatibus
- v X s. Si enim a quadrato BN. SS abstulero quadratu FN.
- vD = = v 7 = py, remanebitss - vV L E Vy = yy, pro quadrato
- BP. UInde tacta aequatione incer hanc summam de posteriorem
- duarum praecedentium habebitur y ∞ 20- xx + aa + 2 a2 + 22
- 2a 2Z- 22
- Duibus jam inter se xequatis, e aequatione de x x ordinata,
- ACE X X ∞ = + aV X F 55 L
- vvZ
- +aa + =a a v
- +4Z + a vZ
- 27
- ul
- 297
- ab
- Porro ut inreniantur quantitates vec s, Posit a x ∞ f, mulcipli-
- CCtuF~ - f∞ O peF X = f ∞0, de HE X X = fX L ff∞ 0, seu
- Xx ∞ = Fx =fF, aequatio ejusdem Forma cum praecedente. LIn-
- de, comparando secundum terminum unius cum secundo alte-
- rius, emersit v, hoc eAt, DN∞
- 244 3 a 2 + Z2 = Z ∞
- DI sCu a F Z ablaca relinquit N P ∞
- a + 2. Ouxe d
- 2
- a + Z
- Denique cum lI-
- nea NO vel FB _ linca NM eandem inter le rationem ha-
- beanc, quam linex, qua retractionem vieri D BR menturant;
- ee quidem FB ad NM sic, uc B Iad IN: Superes ur d sic ad en
- SICUEX adt 2
- a Z X
- Fetic, mulciplicando extremos, tum medios
- a f2 ∞ e x. Unde, relolura aequalitate, invenitur FIL seu
- ∞
- a e
- Cui si addantur DFI de TK, hoc est, ? a, habebitur
- Nm
- DB
Cite
[Ps. 1], fol. 273. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175905688X:0295?run=74