Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 4r
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: 0.84.
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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
- (x+b, RrcX X+b, XFE, X+ d, productum aequandum quadrat
- sit X= f Hno s P. 1, m, n P, et si les significant formulas quales 10Z+ 11,
- +a X= ftlm + g sn + h smn +R ak 7 = (2) on sutot p) = o lm HB ∞O. orp stm Y 2. 000. 012 p S, pr e 30 p mB
- Ergo f = 2. 000. 01 F
- 210226113
- o mutco Dn. +2. 02073M o a3l im
- aK= o1 lon +000 pp - ac
- 023 smn
- 9=2. 000. 013p h = 2.000. 023 P
- ors mn
- +2.012.013l
- tr a t2a
- ax + ab = q un +Y In Fs YA, in (2) (21 Sal + 22 am + 23 san G 4)
- 110, 120, 13
- +7. O12. 023. M
- seu fitm+ giint himnq as
- 2013. 023 p
- et habentur f, g, h, H
- 2. 31. 22a (M
- +2st al quem tial qribn +2 al 25VA r. 12 aq In
- + d3 ans
- +an
- +2d B ag mn
- + di AH
- atm Zaatsm +22. X aat Ama rre at
- +2. V Bakllm 12. 12. 13agm lIn +2. V. LaL sma
- +2. V. Ba5ilm 12. V. Lasmiln +2. X2_lImn
- seu salm+ gunah omn + at =.
- ut prius, nisi quod pro 2, 22, B
- ponuntur 31, 32,33
- prodeunt aequationes et pro literis ubi citerae p, 4.Y, si t, libeae
- et t
- neque invicem ductae habentur et earum ope profligantur ipt aequationes E
- restant tres, quas ingrediuntur literae l, m, n
- Hic ope deremmi
- taut aprum arbitrariarum, 012, 013, 023; 41, 42, 2; 31, 32, 33 quae sunt 9
- novem tollantur B, inh n, lin lnd le lmn 10, 11; 20, 21, 30,3)
- numero 15, explicatione. jam lu min srecta veniendum ad identiva
- 4 +3 + 2∞i si assungitur ad 23, opus est bi aequationibis
- 4+31 2+1, sed si assurgeretur ad Z, opus soret
- 5 + 4, + 3 +2 +1 = 15, et credo non sufficerent
- arbitiaris
- si in plicius omnia
- 2. 113, 123n
- 2. 100. 112 P
- 2. 213, 223n
- 2. 200 212
- 2. 313. 323n
- ax+ ab = quadr. ab 12 ulm 4 113 + In + 173 smm + 100
- ax + ac
- ax + ad
- 9-2 112. 123m
- 2. 100. 113P
- 2.212. 223m
- 2.200. 2139
- 2.312. 313M
- h = 2. 112. 1131
- 2. 100. 123P
- 2. 212. 2131
- 2. 200. 2239
- 2. 212. 3131
- 2. 300. 323Y
- 2. 300. 213r
- ax = 12 ln 4100 pp - ab
- = 22 ln + 200 99-ac
- = 3ietm +300 r
- sunt aequationes octo, ubi tolluntur primum , , + ope priorum 6, ipsae
- 2. 300. 312Y
- l, m, n, sed ita ut inveniantur valores ipsarum p, q,r, m, n, sed non valor
- ipsius l, quod cavetur sablatiane destrnctione.. Restant duae posteniores
- in ni reditur ad I1, l, jo et destinantur
- denique 117 et l, rest abit l 20. qua omnia videntur per facile
- ubi explicalis P, g,r,
- Rem puginis sequia ious exiquamur
- eodem modo ax +.
- Mande
- Mtaltntdum
- viztlan
- Unde
Cite
Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 4r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068196:0007?run=74