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Leibniz-Handschriften zur Mathematik LH 35, 6, 4, fol. 81v

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: 0.73.

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

The machine reads it as

  1. (ubi X quaesita, a, b, c. da 6)
  2. ∞+a X+b, XtC aequanda quadrato; est trisitc
  3. aequalitas fit X + a X + ab X + abc equ t
  4. Xscub prox sribatur + my+ nn et fiet
  5. ( = ( y 4 3my + 3nn y4
  6. ut
  7. 42
  8. + 3mmy +_ +3Ry
  9. +mu +3m uny +3mnty +
  10. +a V + 2amy + 2a un y
  11. +ammy +ramny +an
  12. Fab y + ab m y + ab A
  13. equandale quadrato ab
  14. quodent
  15. y + 2pV + 299y +273
  16. + pB y+ 2pgy + 2r y
  17. q
  18. + abc
  19. + g y + 197)+
  20. jatepio
  21. y + pu +9y+
  22. arta colls
  23. Habemus terminos aequandos sexo sed literas equaas imemenias
  24. et per () 6
  25. o
  26. 1)
  27. 4
  28. tantum quinque giet m pi p 3M. 2Yyntantabn t abe
  29. et pr 9 sit 94= Zun s+ 3nm + aL et per 5 fit 49 = 3mu +2a ma +abm,: 21
  30. giqsum
  31. e
  32. et exen 3etq sis m n+ 2a mp S- 3M = = M + ab.
  33. 4
  34. (+16
  35. 1n
  36. etu comnpendio quantilas aequanda quadtato scrbatur V + 1)V + 1Y +. B9 11 4) r
  37. fEt PL HE fet ex Y, P = 11: 2 ex y fit 99 = 12: 2 - 1: 8. EIGui per 2
  38. s (2)
  39. fiet ex Y, r3 = 15: 12- n: 4 = (per Y Sib, adeoque per ex 4 fet
  40. +
  41. 3
  42. 15. _ (: 16 17- 11. 12:2 +157. (16). Restat yh dunde fcet ex y
  43. l
  44. 3 = 2. 15:, 12- 15:4 + 11. 12:E - 11~8, seu 13 = 2. 14 + 11 () 12- 11: 4, :, 12- 17: 9
  45. Hae tres equave
  46. 1
  47. =14.
  48. superest Ex Y, 11. 15: 12 - 15: 9. + 12_ -11: 4(2,: 4
  49. Y, e es sunt vsolvendae per m et _ et datas. pro compendio rqt= c
  50. Let s 416 et 19, 4. 1 H eC et ex 7 fiet 13=4 15+ 11C,: CC1+)
  51. +
  52. et
  53. et
  54. 2 c
  55. -TH- C
  56. seu ( exirtiot ie e+ -, 11 e + 4. 14 24 )0. Ex 19 fic 4. H 15 = p. 13C- r IBCriiC
  57. 1. 13(10
  58. Eurgo ex 1 6, 17 fit N. 13 - 2. 1(. 13e
  59. et = 4. 15. 14 + 13.,
  60. et ex 1o...-.2a, (, 1604
  61. 11. 16.13
  62. 10) 16 + 211. 13e. 1it. la opus jam in gna–
  63. a9y. 10, 19, 21, explicare un ee, per quel 2, tum itl ps 18 b, 14, 1, 12, 13
  64. +abX =
  65. Tabe=
  66. 1 2
  67. e
  68. i
  69. e

Cite

Leibniz-Handschriften zur Mathematik LH 35, 6, 4, fol. 81v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068049:0162?run=73