Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 116r
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: 0.85.
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The machine reads it as
- rerer
- inus
- consi
- 3C
- eegouctcum quarandam origena
- xempla Requationum de praescri
- Ptis numeris explicabiliuem pro
- singulis supra expositis Aequa
- tionum Canonicarum speci
- ebus.
- Exempla suppositionis 1.
- 21 Z7 1. aaa 2 12aa F 47a - - 60... a - - 3. 4.3
- 22 28 2. 2 aaa + 2aa +23a - - 60... a = - 3. 4
- 23 29 3. aaa + 2aa 2 23a - - 60.. a =
- 5
- 24 30 4. aaa - 2 aa F 17a - - 60... a - - 3
- 25 31 S. 2aaa2Zaa + 47a - - 60... a = - 5
- 26 32 6. =aaa F 12aa 2 23a - 60... a =
- Exempla supposit.. 2.
- 22 33 2. 2aaa + 4aa + 17a - 60..... a - 3. 5
- 23 34 3. aaa + 4aa - 17 a . 60..... a = = c
- 24 35 4. aaa 4aa + 23a - 60.... a = - 3
- 25 36 5. Laaa 4aa + 47a - -60.... a = - a
- 26 37 6. 2ada F12aa∞ 17a . 60..... a = 4
- Fxempla suppos. 3.
- 38 2. 3.5. 6...... ut in sueppos.. 1.
- 24 39 4. aaa 22aa + 7 a = - 60.
- Exempla scoppos. 4.
- 22 40 2. daa 16aa +7 a - 60.. a =
- 23 41 3. aaa +6aa 27a - - 60... a =
- 3
- 24 42 4. aaa 6aa +23a - -60... a = - 4
- 25 43 5. Laaa 6aa. + 47a - 60.. a = - 3
- 26 44 6. raaa + 12aa =7 a - 60.... a -
- Exempla suppos.. 5.
- 45 2. 3.5. 6.. eaedem quae in suppos.. 2.
- 24 46 4. aaar 4aa + 7a - - 60..... a = -
- Exempla supposit.. 6.
- 47 2. 3. 5. 6..... eadem quae in suppos. 4.
- 24 48 4. aaa 26a a +17a - 60...... a = = 5
- 3B. Tx hâc Aequationum communium inducti,
- one manifestum est Aequationes Canonicas
- Cubici Ordinis trinomias ab originalibus e
- radicibus binomiis per genesim constitatis de
- rivatas non ad omnes .. . . . . .. communes pos,
- se applicari, dariq praeter dictam genesim a,
- liam universaliorem e quâ tum hae tum alice
- si non omnes saltem longé plures Aequationes
- Canonicae ad fundamentalem es esse tialem-
- Communium constitationem agnoscendam ido.
- neae deduci queant. Vide. Har. Praz. Aral. Sec. 2.
- aa ba +60
- a LC
- aaa t baa 1 bba
- + caa + bca +- bbc
- aa + ba L- bc
- a 1 C
- aaa baa bca
- + caa + bca + bcc
- aaa + baa
- F caa + 2bc. 1 bcC
- Determinat.
- b. +c
- bCbc v
- aa 1 ba + bc
- + b
- aua ibaa t bca
- +
- b. +C) = 4bc H 2bc
- + baa- = bba + bbc
- aaa + 2baa + bca
- + bba - bbc
- aa + ba- + bc
- a t d
- aaa. 1baa t bca
- tdaa tbda + bcd
- aa + ba +cC
- a +b
- aaa baa1cea
- + ba a L bba- L bcc
- aaa t2baa tcca
- + bba- L bcc
- lium. (abici ordinis geneses.
- aa +ba + bb
- a + b
- aca + baa + bba
- F baa tb0a+ 000
- aaa += baa + 26ba + 60b
- aa + ba L cc
- a + c
- naa baa +cca
- + caa +bca F ccC
- Sectione 2.
- Prax. Analyt.
- traditam.
Cite
Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 116r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068194:0231?run=74