Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 136v
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.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 137r); this page is its left half.
The machine reads it as
- Utamum ergo explo.
- C v - na V - 1a F 0. E
- sit YH X fiet:
- N+ -uV X. nV+
- 12 6.
- e
- 28
- Ergo Xe S0 +6V, + v s18, f-1 + (96V - 128, Y.
- Wideamus jan an radix cubica extrahi possit ex ejusmodi binomio,
- 6 v + v 129-1 sit aliud binomium f Y - 1. ex eo
- excitetur cubus, fiet: 1+ +34 s-1 - 3ta = s. 1 Quod
- binomium priori coordinando fiet:
- 6V + v sis 6y + v Sis s-19
- 9 13 + 32 s-
- l3t.. -1 1
- ut comparare
- Quorum duorum binomiorum terminos respondentes continundo,
- liceat rectius, faciamus V⊓ d t A et fiet
- ex terminis rationalibus comparatis: 69 + H +3 - 3+, sive fiet
- 13
- t2 3. et t 1 2s
- 1-69
- -69
- (269
- a
- Ex terminis autem irrationali quantitat
- affectis inter se comparatis, fiet.
- vs28 5 3+ - 1. et explecando tam V quam F habebimus:
- (3, 28
- 2s+i
- 69
- -19
- 1I 169
- Ubi faciendo S1 =. Eg B e
- fiit aequatio
- 3 = - 3 B2 C + 3963 51, 28
- e erDse 39 so 128 (95, 1t - 1 + se
- H 1 S. 1 - 69
- ---
- si ul initio tollendo utrobique B fecessemus v +3- 3+ 3F- 1. fieret
- 5, 30
- -1857- 25,185 = 18, 36
- 23, 36
- - 18
- + 6
- sive cubus t suve 6 an s
- Sed iatum quod cubus est a 37.
- 73
- and et vnomino a 18,
- +3= 18f - 3t + 6 0 et tollendo terminum secundum:
- 1 S + 6. fici S (+ 185) + 3, 365 +
- quam quas
- a 6, 36
- 66 imo sunt aequales
- quad tantum aut 3C.
- Sed erratum tamen nonnihil in calcudo scilicet debet esse.1876
- V1
- 3te
- 3+7 - C unde 43 - 184 = 3 + 6c
- 120
- Y28
- Uode omissa tamen c. impraesentiarum fiet: t s+ 6
- Unde
- 128
- 1i8 C65
- 3,
- (63
- 28S
- L18 ,6S
- V28 sas
- 216
- 28528 12 216
- -18, 36 5 1i8
- 128 28)
- sig
- + 6
- 128
- s28
- quaeritm jum ad
- 16,3
- 28
- erbus a 36 sit major
- sit major quam quad.
- 216 + 12
- 28, 128
- V28
- an
- -1 8
- sid
- 8t
- 26
- Tubus a 36
Cite
Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 136v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068201:0272?run=74