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Leibniz-Handschriften zur Mathematik LH 35, 3 A 7, fol. 21v

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: 0.80.

Original at the GWLB · Page image · Annotations (IIIF) · Download text

The machine reads it as

  1. Ha
  2. Habernus nimirum: a
  3. eaequ. ∞ 2+5+8- 1 a +3+6+9- 1 b + 4 +7+10 -1 C aequ e.
  4. 525+28+58 aa + 36+39+69bb + 47+4. 10+7. 10 cC
  5. ee
  6. +26+29+35+38+59+68- 1ab + 24+210 +45+48+5.10 +78- 1 ac +37rb.
  7. Jequ 367426101279 129143
  8. qaequ 26. 10 +279 + 3550 +37B+ 459+ 468 -1 abc
  9. +259+2510+286+287+46358+455ab
  10. +259+286+358 ab 42510+287+459 al
  11. ++69 +359 +368ab +27. 10 + 4510 +478 ac
  12. + 3480 + 21g + 469bc + 37. 10 +4410 +479bc
  13. + 258 a + 369 b3 + 47. 10 c)
  14. quattae duae aequationes deb postremae debent esse divisibiles
  15. per formutam ex a. b. C. simplicibus compositam
  16. au
  17. modo
  18. simplicissimo casm
  19. XX + pX +4faequ. 0.
  20. scabatur XX + P ∞x + Vq aequ ex +aY
  21. in
  22. a
  23. x + ar
  24. et + 0 aequa +b et 9q + er aequ. ab. seu 99+ rat +rb - rp
  25. Aiet p + B aequaab
  26. quam aequationem dividendo in duas: ab aequ ra seu a aequ r. fiet baeq rp–
  27. seu baego P- 94 Ergo fit. C aequ tr - 49
  28. et fit X +r. X+ - 44 aequ. 2Y - 49. X+Y
  29. manet r arbiharia
  30. et, si fiat raequ 4. fiet Xtg. X aequ q_. X+ 9
  31. e
  32. imo male
  33. quod bene notandum ita enim facimus aequationem divisibile
  34. esse per vor non anim advertentes quod mirum Ang
  35. Calculus fallat nempe syppositiones arbitrariae salent
  36. trabere quosdam liluites obus coercentur
  37. non ergo licet aequationem un dividere
  38. quid sitollamus a quia aaeqo 4e - b fier ab aeqo bp+ eb bbaqu r
  39. et faciendo e aequ b. fiet 1 aequ a. sed ita r etiam aego pna
  40. faciamus. 2eb aequ ex fiet b+ eb reb. bb rp. 0 seu 4eer
  41. Ergose
  42. seu bag
  43. 2
  44. p-r
  45. p.r
  46. u et. bpaeqo bb seu b aequ p.
  47. eb seu ex aequ ertgue. seu eaequ 49.
  48. prit a aego p + C- b aeque aequ gq: p. Y et fiot X + 41
  49. seu XX + 44X + PX + P9q
  50. p.Y
  51. at
  52. seu e nunm vap
  53. et ana p+r P- Y. seuquon
  54. raqui xer Lrp
  55. ot
  56. X+p aequ xer. gq.
  57. l
  58. 374319 +46149
  59. 1
  60. +19-1

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 A 7, fol. 21v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068220:0042?run=74