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Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 154r

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.

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The machine reads it as

  1. 5+ 10 + 11 3 + 13 dy =0
  2. Z
  3. et prodit
  4. sit L=
  5. 21y +20
  6. 31y +30
  7. + 3D d21 y + 39 21 dis + 30d20
  8. (3. 21 y dy) = 20d30y = 20l3 dy 20 d30
  9. +Y. 21. 319y + 1I. 21. 30y + 11. 20. 30
  10. 20. 31
  11. =20 d31 7
  12. 2. 31d219y + 12. 31d20 y + 12. 30d20
  13. = 12. 21 431 11 + 12. 30d21 7 12. 20430
  14. = 12. 21d30 y
  15. a
  16. _ 5e =51 et 50-
  17. d52 V +-
  18. + 12. 20.21 dy
  19. - 12. 20. 31 des
  20. Feglalea
  21. +130d2I dys
  22. t
  23. 2d50 dy
  24. 00yu +41) + 40 +42dus =0 quae cune tiplietur per 12.00
  25. = 12. 20c31 y
  26. sit jam datae aequatio
  27. 3 30, 3 d2 yy t 39. 21 ydy) + 34d20y
  28. = 21d31
  29. + 10. 31. 3(y9 4 2. 10. 31. 30y + 10. 30. 30
  30. 17. 20a
  31. er 0000. 1277-+ 00 o0. 12, 41y + 00. 12. 40 + 00. 12. 42 dy =0
  32. 31d20 + 30d21 - 21d30- 20d31 = 0042
  33. dividatur aequatio exterminis absolutis in duas
  34. et fiet
  35. 1
  36. 24 20
  37. Le
  38. 30
  39. c
  40. a
  41. il
  42. +1. 30. 21 - 20. 31 = 00. 47
  43. 30d20 20d30 =0
  44. et 1030. 30 + 11. 20.30 = 12. 40, 00
  45. (4
  46. V. at sit 31820 + 30 d21 - 21 430 - 20 d3)=
  47. Dividatur rursu a dua, aequatio ex
  48. per ext 9 3 ae gq. 2 r 3 habetur 20 et 30 et 2.10. 30. 31 = 11. 21. 30 +11. 20.31 =v 1y
  49. per ag. 1. et 2 a_ habetur 20 et tolletur 30 et 31 ex aeg. 9
  50. 4
  51. Ex sit 30 = 20a:C Ex 1 fit 20(4: C) 21 = 20. 31 = 00. 42. seu 3) -- 00 42 + 20a.: C) 21
  52. 42
  53. (00: 20)
  54. et fit 31 = (4: c) 21 = (00: 20) 42 et fint
  55. (2: C ). 21d20 = (00: 24)92 d20 + 20 (a:C) 421) (21 (a: C) d20 - 20 (et: C) de ves dut
  56. qrdodro
  57. 20.W0
  58. e 00. 42120 = 00. da2. 20. 6+ 00d20. 42
  59. A: C) 21 d2o - (00: 20)42d20 + 20(a:C) d2) - 21 (a: C) d20 = 20 (a: C) d21 + 20 (00: 20) d42
  60. =2D. W. I2 420: 20
  61. et fit ((a: C) 2. 20 de0) - 00. 42 d2o (+ 20. 20 (4: C) d21 = 21. 20 (4: C) d 29 - 20 a: C) d31 + 20. 00 d - 42
  62. qui calculus si veru foret, daretur 20, adeoque et 30, sed 31 nondatur
  63. Ergo in aeq. 5 hab
  64. nosi per 21. per aeq. 3 habeitur jam 10:12, per 11: 12.
  65. sabstituendo 11212, restat 10: 12, per 21i3
  66. s liaeremur in altima aequadepe
  67. A liptentatio fieri pt at 10 +112 + 12dE semode un
  68. poratur data, et videatur antinus fctmata reddi possit simplicier sumabilis
  69. Qu ( qy 430)
  70. se cunn

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 154r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068199:0307?run=74