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Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 241r

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: 0.81.

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The machine reads it as

  1. quomodo d. Aequationum resorutione.
  2. Videandum exaltando aequationes 3, 4, S gradus
  3. secundis terminis carentes per a, b,c pt; expliratas
  4. veniatur ad sublationem Tliminorum nutitium
  5. pro tribus art formulae in gradu primo fena ad in gradu se cundo
  6. a ab ab
  7. in gr. 3.
  8. in ge. 4. a. b. ab. a bc abi
  9. ngu. 5. a. ab. ab abc. abc. abcd. mf. ab1de. 1. 3. 5. b.7
  10. duae aa ad
  11. 1.3. 4.8
  12. g. 6. a. ab. ab abc. a bc. abcd. abc. abcd. abede. abcd es. 13. P. P
  13. gr. 3. a. b. 2b. abc. ab3. ab2. abcd. a bc. abEd. a bide. ab C d. ab de.
  14. a bedef. abedesu. 1. 4. 7. 1d. 1Y. 12. 13
  15. g. 8. a. ab. ab. abc. a P. a br. abed. ab abE abcd
  16. Abede. a63c. abcd. 2bed abcde. abcdet.
  17. atbed. abede. abcdef. abedesqu. abcdesgt
  18. c. f. 10. 15. 18. 20, 21. 22
  19. 2. 3 4 5 6 7. 8
  20. 10 15 18 20 21 22
  21. i R 3
  22. X = a y = ab Z = abc c = abe d. B- abede stacu
  23. X a =X K aa = XX - 2y a = x - 3Xy + 3Z
  24. at = X 2- 4 Xy + 4XZ + 219
  25. a = x - sXy +5XZ - 5XC - syZ
  26. +5XHy +SB
  27. a = X - 6 X y4pq - 6xco + 6x 48yc0
  28. Xg Xyy -12A32 +=
  29. 67
  30. ponamus esse solum x= a + b, adeoque Z et co et phec ) = 0
  31. fiet a = X33yX = jam aequatio data est X. pX-
  32. et a = x - 69X r9yyX - 2y =d
  33. sint erg da aequalio X - 39X - C = 0 multiplicandu
  34. 3 +19. fiet:
  35. 137X + 15
  36. X F X + nX + 14yX3 - 3. 12y∞3, 19y X 4y
  37. addatur
  38. + 13yx + 15X
  39. = 3, 12 y = 3. 15 yX -9. 15
  40. -3yX+ - 3.1yX -OI1X -O12X -3tis
  41. IX =Sly O X3. + gyyae Onyy
  42. cliter Xh- pXB 4 multiplicetur per utia sopu
  43. M+ HF +2X +y
  44. +23yX +25
  45. fet
  46. X +21 X + 22X +24y -22pX -24pyX - 249y
  47. +239X +25 X7 = 23pyXX - 2) pX - 259
  48. sparundo sit:
  49. gmx
  50. m= 14C et 21 = 1 sed comparud non procedet
  51. Et puto omnibus expensis non meliore
  52. h0

Cite

Leibniz-Handschriften zur Mathematik LH 35, 12, 1, fol. 241r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068194:0481?run=74