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Leibniz-Handschriften zur Mathematik LH 35, 4, 16, fol. 9r

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: 0.84.

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

One image of two folio pages side by side, registered by the library under both labels (also fol. 8v); this page is its right half.

The machine reads it as

  1. 10X + ux + 12
  2. 20 + 21X+ 2V
  3. 10X + 11
  4. 10. 20X + 11. 20
  5. 20X + 21
  6. 10X +11
  7. 10. 20X + 10.21X
  8. + 11. 20X F11. 21
  9. 20X + 21X + 22
  10. 10X + 11
  11. 10. 20X) + 10. U1X + 10. 227
  12. +11. 20X + 1, 21X + II. 22
  13. 20X + 21X + 22X + 23
  14. 10X + u
  15. 10. 20X + 10. 21 X +10, 22X + 10. 23X
  16. 10 20X + 10.4 X+ 10. 22X
  17. +11. 26 +1I.7 +11. 21 +
  18. + 11. 20X +1. 21 X + 11. 22X
  19. + 12. 20X + 12. 4X +12. 22
  20. 30x +3IX +32
  21. 10. 2039+10. 21.30X + 10, 12. 30X + 11. 2230X + 12. 2130X
  22. +I1. 2030 +11. 21.30 112.21. 30
  23. +12. 20.30
  24. +1a2O3I + 102131 10.2L 31
  25. 1. 20. 9
  26. V. 21. 31
  27. 12. 20.31
  28. 10. 20. 32
  29. 11. 22. 31
  30. 12. 21. 31
  31. 10.21, 32
  32. H. 20. 32
  33. 12. 22. 31 X
  34. 10.22.32 11. 2232 12, 22.32
  35. V1. 2.32 12, 2132
  36. 12. 2032
  37. vel altioris
  38. Ter
  39. de productum sit ex radicibus secundi gradus, erit terminus producti
  40. prim, secundus, summa secundorum in radicibus. Et Terminus provucti altim,
  41. eut productorum ultimorum in padicibus. Terminus producti tertus est
  42. summa tertiorum in radicibus, et summa oinionum ex (ecundis in radicibus
  43. Terminus producti penultumue. Est lum summa ex productis binionibus ultimoum
  44. in radicibus, ducris in uniones penaltndum ut usdem. Et.
  45. Hic dissimulam prum s. 10, 20, 30 et
  46. 20
  47. 21
  48. 10, 20
  49. 2
  50. 10t
  51. 10.20 f2 pa 10n7
  52. g0. 11. 12. 20
  53. rernuria
  54. 20X +2
  55. 10.20X + 14207 + 12. 20
  56. 10K ZUX+I
  57. +11. 20X + 11. 21X
  58. +1210X + 12. E1
  59. 20X + 2IX +22
  60. 1ox +YIX + 12
  61. 10.20 + 10 1X + 10, 21X
  62. + 11. 20X + 11. 2 X + 11. 22X
  63. +12. 20X + 12, 2IX + 12. 2L
  64. 10.2045 +10, 21X + 10, 24+ 1023X
  65. +1. 20X + 1. 21X f I1. 21X +11. 13
  66. +12204 12. 1X + 12. 21X + 12. 23
  67. 10.203+v. 21 X
  68. 20X + 21X + 22X + 23
  69. 10X + 11 X + 12
  70. .
  71. idem numeriis dimensionum
  72. Regata manaplicationum
  73. intensive et extenside
  74. in quolibet termino oefficiens
  75. ex quolibet factore, molatus per
  76. factor exprimiter per notam
  77. summa notarum posteriorum eadem
  78. in termino eodem
  79. sinstram seu priorem

Cite

Leibniz-Handschriften zur Mathematik LH 35, 4, 16, fol. 9r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068013:0017?run=73