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Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 125r

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.

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The machine reads it as

  1. 2ad XX. CRY+m y + asen =0. differesitiando fit
  2. d + ma am + am =0sit = 0 dy = L adn - ydm, i st 2
  3. e
  4. gy+ mu + Lmm =. L m m = an. seu y f N= nm - an) ==m
  5. adn- mdy;: dytdu em
  6. Seu
  7. ydgus +Bd ydm = Bd. = mydy seu fiet
  8. M
  9. 2
  10. dy = ( ad +L mr aman +: mmdm L....) - dat Y.. 111..)
  11. vel multiplicando per
  12. eu de
  13. 2
  14. +anam = um duc
  15. mm - um +
  16. 1
  17. andm- andu adi (nm - an)
  18. an
  19. nm
  20. c
  21. Repetatur
  22. fit (2d)
  23. yy + my + an = (1)0 Unde differentiando: dy + mdy t yam tano
  24. ae
  25. icu dy (3) = - ydm = a dn,:, 29 +m. Rursus 1) ex 1 est
  26. s yua my+ L mm
  27. e
  28. Hicu quem valorem substituendo in aeg. 3 fiet: (5t0) du- 4= mdnadn- am s...
  29. a
  30. :2 S... (=m + m) seu dy (6to dy= L mam = a dn - dm
  31. 9-
  32. a
  33. 2 V.c.
  34. seu (7mo) 2du + dm = B i mam - adn
  35. -adm +: man am v.
  36. 2.. (a M + M
  37. (qua
  38. ii mma an)
  39. sit (400) mm -an = aZ piet 2dy tedm adque tar
  40. (9n0) = dy + dm = a dZ: 2V aZ
  41. Ex quo apparet
  42. genrali methodo, hinc non facile aliquid duci,
  43. Lmam . = adu s.:nm- an
  44. a
  45. x = a +b x= q 13 ab
  46. Unde facie apparet rem redire ad differentiationem formulae irationalis
  47. de l
  48. c
  49. x=lm + ma ax = FImm +3fgm Ias fsim
  50. 3- +f3IM Slm = q3 mn Imn + scolmin
  51. duaX = + 3fggr. . . +3gM..
  52. an X = aet ... + atg..
  53. ak =
  54. aD= = (2abe. +2a ce
  55. (+2aacdB .. +20a bd l...
  56. +t
  57. ta
  58. 4
  59. q mn YH
  60. at. XL
  61. ad
  62. omn
  63. gaO = aX + aahx +aR
  64. ac= bsm +C Itan + Dla
  65. eeraabblm +2ade sn
  66. iti possunt m, n e haben peo indeterminatis ex
  67. acemn
  68. auodin bcnH.
  69. aC
  70. seliquae pro tem constrnlibur
  71. a
  72. (binae in qua vis indeter
  73. minata,) et praeterea 5 constante (5,9 b, 1,9
  74. t
  75. C. d) m videntor t cissare
  76. Torte et

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 125r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068198:0249?run=74