Leibniz-Handschriften zur Mathematik LH 35, 4, 10, fol. 8v
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: 0.79.
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One image of two folio pages side by side, registered by the library under both labels (also fol. 9r); this page is its left half.
The machine reads it as
- XtuxI) +X + IX + 12X + 13X +14X +15 = 0
- +x3
- 145
- =X = 21a
- - 2∞
- = 11. 21 = 11. 2D
- +21 +21. 2 F21. 2
- + 11. 21
- 2. 2
- 412
- X + 21X + 22 =.
- X +
- Ergo X=
- +ecy +5i
- E_
- ay- d
- at 0b4 ex + dX
- s-
- seu compendio
- 2
- e + fx + EX
- y
- X Mlq X + AX + 1X + 14 X + 13 =0 X + 2IX + 22 = quadrando fit
- N + 1 X + 12X + 13X, +14X + 1520
- Et ex 3a per 2 fit. +
- (seu XX = -21X - 22
- X +21X + 22 = 0 fX = 213 2F = 2. 21. 22 + 22. 22
- - 213XX = 21. 21 22X) +2.21.2 + 22822 fit X3= - 2IXX = E2X
- Ex4 sit X = +2. 4. 2XX + 2222.
- 42. 2. 2
- f 22.22.
- e frI. ux + Y. 2V
- guu fel. 2. 22 (42. 1. E. 22.
- -re
- f22. 22
- + II. C + 11. 22CE
- 1, 146+ 4 - 2 -8
- 2l - 1 - 4 +2 +4
- + 2
- X 6 XX
- +21 X + 2P. 22
- Aursus ex 5 per 2 fit - 21. 41 2: - 721. 2222
- 422. 22.
- Et ex 6per 2 sib X = , 21. 21 X + 21. 22
- Ergo ex aeq, 1. per 7, 4, 82. fiet
- E 21.21
- 12, 1+4 =2
- 13, - 1
- 614
- 5
- - 22
- 21 X + 21. 22
- -321.2 . = 2.71. 22
- + 28
- - 11. 23.
- +, 1I. 21. 22.
- +12. 21.
- - 12. 22.
- - 13. 21.
- + 14.
- - 11. 21:22
- +11. 22
- + 12. 21.22
- = 13. 22
- +15
- (10)
- 142
- (20 = 30X + 31 ypendio
- 34X + 35 =0
- X+21X + 22 =0
- tit _ 14- 21. 4 + 22
- e
- (1
- seu 25.0- 21. 24. 35 + 342920
- sit 20ux + ux=
- dividatur 1 per 2fit residuus 36 + 21X = 0 et sit 1127 = st. Ed 14 22 operatio 30 + 3IX L LX a33X , qX ss
- Dimilendus 10 + uX+ X +13X +1 4X + 15K,
- 0
- et fit 15.22 =35. 22 1 34. 2 Hinc 31= 11 Ex alibi a me calculatis
- VXX+LXN =0 IXLuXtM=0
- 14. 22 = 32. 2 +33. 4 + 34. 20 dividatur 1 per 2. erit operatio 30X + 3IX + 32X3+ 33X + 34X+ 35
- 14. 27 = 34. 22 +35 435. 20
- 13. 22 = 3322434. 21+35. 20
- (1. 22 Dl.2C+32. 21 +33 20
- et siei residuns 34∞ + 35X 34X + 35 =0 lex,
- 32 = 10. 10. 2 - 10.19. 21 + 1.11. 20 - 10. 12. 20, : 102 103. 22 - 10. 1. 2s + 11. 11. 207: 10
- 10. 2 30. 22+31. 21 +32. 20
- it lex operationis erit:
- erit
- 10, 20 = 10. 3
- 10. 21 = 10. 31 + 11. 3 1, 29
- 22 = 10. 32
- +I1. 32 +12. 31+
- 10, 24 = 10. 39 + 11. 39+ 12. 326
- 10. 23 = 10.
- 10. 25 = 10. 35 + 11. 34 +12. 33
- +0 26 10 361 H 35+ n 4
- 30 = 20
- 31 = 10. 21 = 11. 20, : 10
- 33 = 102.23 - 10. 11. 22 + 10. 152 21 - 113. 20 + 18. 1112. 20 - 10.12. 21 + 10. 11. 12. 20,: 18
- seu 5 = 10. 23 = 18. nar +. 10. 1218. 30 = 11. 20, : 103
- 34 = 19. 24 - 10.1. 23 + 10. unr2, = 10 lin 12 20 + 1 20 seu 34. 1. 1. 1B 12p 1 . 1,. po - 1 0. 1. t 1. 21 4 11. 20, . 10
- 2
- = 103. 12. 22 4 16. n. M. 21 = 10, 12. 11. 11. 20
- u
- (L1. 12.11. 20
- 1212 20 r 1. 11. 20
- et 35 = 10.25 = 10. 11. 24 +1031. 21. 23 = 18. 11. 1. 1. 22 4 10, 11. 11. 1. 11. 21 = 15. 20.
- 1. 12.
- 1. 1. 12, 21
- 12. 23
- 1215. 22
- p. 12. 11. 21
- 12. 12. 21 12. H1. 11. 21
- itaque 2 = 20. 1031 = 10. 21 - 11.20 1832 = 15. 22 - (17. 10n. 21 + 15. 20
- 12. 2 210. 1. 12. 2) . 11320 10. 34 = 152. 24 - 1. 172 o. A. 12. 4
- 14. + 10. 111. 23 - 10. 18 1. 22 4 10, 11. 11. 11.11. 21 = 1P3. 20 1 1212. 20
- (0 12. 21 210. 11. 12. 20
- 11. 12. 11. 1.
- 12. 11. 11. 11.2
- 3.10. 11220
- rouni Iimmaus bly 2 dogato pe ast trot e non anierur a cor au ta erero avu e n rmet.
- II. 2
- 21.21
- = - 4+4
- 1F +t 2
- 11. H1. 11. 12. 20 N apparet. quod prodiant omne
Cite
Leibniz-Handschriften zur Mathematik LH 35, 4, 10, fol. 8v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068007:0016?run=73