[Ps. 1], fol. 133
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: 0.78.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
The machine reads it as
- 4.71
- 1AI
- 1600.
- A
- lumm
- ecen
- ide ten
- 1VY
- et2 L. 22 1. 1 2. 0i
- ac per consequeno
- bbbb
- 255.
- Dec LbbrrFDe.bDdc Lbbrr.
- +bv.
- bv
- Ouocirca habebimus
- bb e
- Tsinc mulciplicando per crucem, ut in Fractionibus, d auterendo
- utrinque producta aequalia, habebitur
- 2ef 7bc5 - 8bb et f 4b3 e3 - 4b3 V eCb+ vC ∞O.
- V - 4bD = 6bb b4
- Duam aequarionem si ciridamus per ee-Lbe, orietur
- 2 et -5b e3 + 3 bb ec -- 3bbve = b3 v∞O:
- 2C per conlequens
- bv b3
- et 5b e3 L3bb ee - L b3 c ∞ b3 v - L 3bb ev. L3 bec v L e3 V.
- ac demum 2e+ f - 5b e3 + 3b2 e2 + b3 e
- b3 + 3b2 c. + 3be c- L e3 dV.
- Vbisi inlocum e substicuatur Y, acque ex hac lumma deinde au-
- 2b73 +. y4
- teraturlinea AL ∞ y, relinquetur L. ND 63- F 3bby + 3byy f p2
- ut supra. Vbi nocandum, lineam hanc curram non aliam esse
- quam typerbolam, supra a nobis constructam.
- A D B A C L N A MI 75 de 76.
- Emonstranda hic est opcratio, quam hxc Geometria nOs
- docet, cum radicem incornitam alicujus aequationis multi-
- plicare rolumus per certam aliquat QuanCIEATCI aNE numeruIM
- COGHIEIIM. PEOPOnaEUE~QuaLIOX 3 CX t a X m b3∞ O, CU-
- jus radicem incoenitam x per lineam h mulciplicare oporteat.
- Supponatury w xh, et Hiet = ∞ x, ideoque = ∞ X =, nec nOn
- 13
- ∞x 3. Proinde (i substituamus in xguatione prxecedente lOcOx,
- e loco x2, itemque, l0c0 r3, erir sequens xquatio
Cite
[Ps. 1], fol. 133. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175905688X:0155?run=74