Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 204r
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: 0.74.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 203v); this page is its right half.
The machine reads it as
- s jum fecissemus non Z co+ V sed _ ct Z, fiet.
- 1 50Z + emn Z -ienu vZ - emin qu + m Sit jam aequatio data
- erit ve P mne q
- 44 15, pq Y Y seu -3pq er
- ++ v+
- Donamus jam in aequatione data etiam superesse
- + 15mnv
- _ 7.
- 22+Z+S +t
- -69 +p S sive p ( 125 + 7
- 525) 625125
- arbitrarias quandam, facitas explicando, ut si initio ae inaegrita
- fusset: Calculi autem contrahendi causa sic agere utile erit
- Ultile autem videtur explicare Z et facere ZH PX + f. fiet:
- X + 5fX + 10fX 105 2 + 5 fexf
- - 5v - 50 4f - 5vbf - 51 4f3
- emn. - smn2f
- +15 mnn
- Facie sit jam aequalu data,
- et habebimus:
- -5mns f
- remnvis
- +5mn
- - f
- sunf..
- +ienavs..
- +5ninf..
- X asqu X rrgX 48 X + pgt X
- 5 = b5
- =1emnp3
- 2I
- +stb. tasbus .. 3rbgs. 2969. + pbg
- 410tb. +65bg.. 3r69.
- rast.. 45b9.
- + 10+b3 v. 5t b4
- conferendo Terminos terminis, erit ex secundis; vi 5f c0 - 59 - rtb
- ex tertis: VH 10f c - rmn c, - r9 - 4sb9- 1otl quos duos valores confecendo
- (20) fcoe
- erit 1mnt (10 F C - rga - 45b9 - 10+ 1, -(20s co + 4sgto + 20+l. fco
- c
- Rursus ex terminis quartis Vr 493 + 3rbg2 +65b9 + 45 b4 10t b3- 10fco etemnsco
- Quem valorem si rursus aeques valori primo ipsius V, habebis novum valorem ipsius
- 15mr = 30f2∞
- mn, nemne mn H 4g7 + 3r b9 +65b29 +45b + 10t b, = 10 fc0, +30f - 6f0s9 - 30fl tb
- = 30059 - 15c0 +b
- aequando duos valores ipsius mn. aliam rursus rabebimus aequationem, sed calculus videtur nimis polixus reddi
- hit et Z m bc + d FC H X. BZ+ h. fet
- et ZB m er Zt Aemun Z3 ismavZ smo h
- Ergu 25 n
- irnmv
- +Gvahh ahati
- poti ti
- -Guatisti lL
- timnyliti
- +smn3 h,
- =sR+tZ
- 5MZX X.
- 1.
- -5u6ti 3
- =5V4t Zh, 2tZ
- 5t X - 1kZ X
- a 15 d 5de l - eae
- -Avate Z
- +svatistit. h
- -54sHd
- Et olligendo in summam, fieb, goniva
- X ex X- Zovh X + 3ot X 2ovhDX m bd
- 6t2.
- 1imah:
- - 15mnv..
- + 10h3.. +5V
- sit jam aequatio data t.
- explicata explicatione minori
- Xr 10b 2X3 10b3 X
- Apb 6p82..
- 398.
- in
- =Gcanzhah
- +ismuvti
- =rmnoh Z
- Lsmnyti 2
- +rmastiat
- + 15mox ah Z
- Bmnv Z
- + 5tich. 23
- Hanc aequationem comparemus
- cum data sed explicata
- ita ut sit ZH = +d. tantum
- Ponendelx loco ut alia plaga
- ex qualibet c quatiope surdesolida auterendi
- termingisi pares, tantum ibi posueramus X
- pro Z. et contra: utile autem invenii
- calculi contrahendi causa, ut fiat. d 70.
- scheda deteram, ubi modum ostenderam
- 5mu 73
- m u
- + 5th2 X
- -58 2tk.
- 5Vb+p 5h. 5ma,, 1062 4p b. +9, + 20h5b r ohip.- rohst
- 3045b, 30t p - 3olish, = 15, 5b10b2-155b abp.- 15, 169, 155b20h56 rot
- =155b 20hp + 155b 20h tr -15, 5b6t
- 1 10 b3 +6pb + 39b + 7
Cite
Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 204r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068201:0407?run=74