Leibniz-Handschriften zur Mathematik LH 35, 5, 4, fol. 7r
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: 0.73.
Original at the GWLB · Page image · Annotations (IIIF) · Download text
One image of two folio pages side by side, registered by the library under both labels (also fol. 6v); this page is its right half.
The machine reads it as
- nempe. = a y, (= by (Cy) ( d) an Cy + fγ +gy +h
- a y ( bX+ cx (+ d) in Sey +fg +gy +h
- . 3dyB + ib BY + CB
- . 3a B2y +b3a
- a (33
- 3eyβ fef By +9
- 3ey 3r +f S
- sd rudice carvntem: Hinc statim patet, universaliter verum esse dfiguris heometricis
- quod termini inquibus β excedit assurgit ad quadratum A ultra rejici
- possint, nam si dicas fieri posse, ud servari debeant B, quia ves
- B simplices evanelcant; respondeo lune a. b. c. fore, quodlibet
- +10. ergo et B et (33 evanescere. Quid in Priebus
- autem Arithmeticis servari deben: Nuc ut per partes eamus
- Plunc ordinata aequatre f est ut tolli possint radices, sed
- antequam hoc faciamus, fingamus simplicioris calculicas causa, primum
- a. b. esse nihil, fiet: pu + et
- n’e ye n fy) f ngy n h) +n ex
- n23CyB
- +2nfy trugy enh
- +n 2fCy + WgB
- ne reyB +nf BV
- n. C(3
- +2feβy
- subscrisen denox upsem
- et vo
- 3fe V TB
- tert
- 3fey3B
- Fep)
- e
- 9f
- (9r2
- v
- = 2, 2(. BC
- + 1cl
- Cheie ritfer
- 3h erhsB
- aee e3
- eneg
- 2 n’ eg V
- Rn’egyC
- (a nteg yC
- 4nt eg V.
- Ergo quadrando prius aequationis latus, fier:
- 92
- 18 ente y6
- 62nt v (3
- one v Bt
- 6nte2
- 12n ef y B
- 4nte
- (8nt ef V1B
- Centefy32
- 12ntefy
- 4 ntef
- 4n ef yB
- ae
- +8nCG
- +4neq Z
- 4
- In c9
- curda
- aran
- B0 NcgV
- 2 n eg
- onenv
- 6n efyβ
- n’ef. (3
- 6n’ ef y (
- =4nZveV
- -6n Z cyβ2
- 18n (CeyZC
- H2n)CCy
- +12n C C YZ
- 4n’ceB
- XV
- 6n’ec y
- -6nec y
- +8nfVB
- +n7
- -qufy
- 4n72
- an (y28n fcyZ
- 8 ut fgyB
- 4nf9yB
- 4n fgy92
- 2n fg
- (8nth V
- eft yB
- Anth B
- adrationem
- dn fcy
- quscz B
- E5y
- n’efyβ3
- ns
- glueralis serierum, 3 si
- omnia per B multiptieata destruantur, oigulam
- -6n’ que ys
- 1X nt ehy
- 1 entehyB
- L
- Inea
- +qu
- An hc
- =4n
- 4nf
- 7
- nF2+
- 4nefGy β3
- Unde
- Et habem Tabula
- evanescere
- irrationatis
- quadrabitium, quae variant, pro varia explecave
- cognitarum
- plagula parte creviasmatis radus
- seu Fig Termini.
- pro figurs Gednetriae excerpti sequent
- quarta continebuntur. omittendi et
- in quibus) ascendit quadratum.
- relimendi cermini Z
- (. 2B. M caeterxomnibus resestu
- pars 1Vta
Cite
Leibniz-Handschriften zur Mathematik LH 35, 5, 4, fol. 7r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068022:0013?run=73