Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 64v
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.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 63r); this page is its left half.
The machine reads it as
- Sed quoniam sb exitum nimis inexrectatum suspicio est de admisso
- calculi errore, ideoque in numeris ista expi experiri postea operae pretium erit
- interea calenlum ab initio Entrahi potuisse arbitror, sup unde ab
- aequatione 24, ponendo M pi l + m
- Esto Xq il ntim n, b X Hl +2m 0. fier:
- X AX + ulm, XaLorm X A+LX) a+ EmX - 2lm
- A..
- sumamus jam aequationem, qualis est
- ab initio prosita, () num. 5. ejus numeros
- nostros accommodemus, ponendo eri o.
- +m.. -fIV.. - 4l m
- v- l.
- 2n3)
- ulm..
- =21 m .
- =a m.
- +0 4219
- 26
- fier. X + 9gX. A Cha. po. Sed nunc video, utilius esse ut aequationem
- sumamus iuneralem, quae statim ab initio secunto termino neareat, quo liceat com-
- parare, cum calculo jam facto, nimirum sumamus:
- x +A Cx+ un XK
- X + L +2 X+3 p
- Unde jam faciemus:
- 2+1CX+ 2Z6+3 0. fier:
- +
- na 2
- +65Z
- +2 X +6 f.
- +6 = +6 1
- + + 11 agZ + 6a h p.
- (61) pro Z ponamus l4 x fier. l4 ∞
- 2a
- vel divitit omnibus per 893 sa
- a
- 24X +H9 + 6a t. Bo
- a
- fer: 13 + as X + 1 ag x1 3e h B0
- X + B a fX + 1+ a98 + 48 a R p pro Z poramus IX- 6f
- qu
- 14
- seu ZH f 2 X- .f.
- et y3
- 1I
- B
- ita eoteer
- BIBLIOI
- qy
- ∞a Y
- +1
- 2
- a pa C
- acO
- a
- 4
- 118 +0 ut fiat X, - 2 + 4 B 2.
- LB-
- 25X 464 X - 8f
- 26 + 12
- L3qu
- 2a2
- +34
- 2a
- 1X)Esq)Xs
- f .) (-12957).
- a b4
- jaga
- +24(3
- 2cf
- rfag
- n Z1L 2f et 21
- substituendo
- unde orduiando puagendo
- has valores in aequatione fier
- vel divisis omnibus
- per
- 543, vt inde habea
- Eubus in cognitae purus
- (60)
- 62)
- o
- 26
- 18
- 28
- 6)
- 12141
- 30
- ilte aequalid
- factu
- sequens
- A X q
- 144aag.
- t ids
- Nunc aequationem isti similem ex
- ipsis radicibus excitemus:
- Nimirum ponendo Z B 1 fier X
- sed antequam pergam ultri
- Praevidendum est aliquid,
- H- 2. XA O
- unde incommoditas orct A
- X
- posset, nempe confunduntur hoc modo, quo
- 3 et 2. in quadento et cubo, et qua–
- i afag
- uti coepi numeri essentiales ut est
- dicito cum ut in binomiorum quadratione unt cabatione paret, um acciden
- talibus, qui literis aequivalent unde fit,ut numeri literis. quibus adscript.
- ritalem.
- sunt non consentiar, quod si s eronentu, impedit tamen probe cla
Cite
Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 64v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068201:0128?run=74