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Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 156r

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: 0.85.

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

The machine reads it as

  1. 10 +9 tndus 60
  2. 230+ 21y + 32dy 0. Ex aep. 1. fit die + uy tuidys
  3. 100 + 1101 + 111 dy (
  4. 1208 121 d
  5. 73iV 23dv
  6. 200+210y +211 dy0
  7. +2201 +221 d
  8. a
  9. Esto 305 310G + 300 +310y =0 et 400 + 410y = e
  10. 320V
  11. + 420 V
  12. d420 V 420 dv
  13. Ex 1 et 2, fiat una, comparanda Cum og. 5. siat
  14. 100f4 + 110 fy + 111fdus
  15. 2009 + 21094 4 219dy
  16. Da 229n 2219d1
  17. V d3∞ a + d31c) + 310a dy
  18. d320an 320 a dv
  19. uti supseposito
  20. 310a = 111f + 2119 d310 - n1f + 11d5 110f
  21. 320= Iuf +249
  22. 3 et aliam 4 nempe
  23. d320a = d121 f + 121d 120f
  24. 400 + 410y + 4 11 dus C8. ita aberit vg. b.
  25. ∞o4 ponamius
  26. componamul et 400. 410, 41 Carebunt differentiatare
  27. ponams compo ntrosioris calculi componendo 3 et (4D fiet
  28. d300. e + d310 CY + 310 Cdy
  29. +d320 Cv 320 Cdo.
  30. 4uoh + 41ohy + + uh dyd
  31. a
  32. 0
  33. absoluto, sufficit
  34. du1g + ZUolys 2109
  35. sad video nos hic redire ad tinus algus similes darae
  36. ut
  37. 100F + 110f y + 111 fdis
  38. 2009
  39. 2109 y 2119..)
  40. 120s. V 121f do
  41. 2209V 29
  42. 4 uh = 111f t2119 - 4310 C 410(= 1105 + 2109 = d310C
  43. 320C = 121f + 2219 6. d320 C+ go de = c121f 4 121df
  44. deug + 221d9
  45. ..
  46. 31
  47. Unde diffcrentiando
  48. fiet 4300 + d310 y + 310dy = 0 et d900 + d410 y + 410 dy
  49. + d320Y) + 320 dv
  50. 120fV +12i fdu
  51. reliquos identf
  52. di et d320 C = 120 f +2209 et fil 120f. +2209 + 320 de =
  53. et 320 = d121f + 121d5 + d2219+22(89 = 120f = 2209,: de = 121f +2419: C
  54. itaque nonsens faciunt arbitraria
  55. Et cum fet
  56. Num id determinantuntae
  57. seu Esto jon ilia aquatio
  58. 5 et e sin in determinale AK quibus una
  59. 100 ma tidmus Luindus o 400 + 4101 41 ay =d
  60. 300, +. 3103
  61. 10m . + 12m du
  62. 20ona +2gny trundus
  63. Zhoner 2un
  64. fict 120M + 220 H = 320a
  65. fu t 2or 50
  66. fit n = (121 : 221) n et (20-
  67. et 410 = 110m + 210n. = 310
  68. +320
  69. et
  70. et 12Im 4221 A =
  71. 121 220) m = p2a a
  72. 22
  73. et 41= UIm + 2IIN
  74. (3) pt ( Y
  75. binae datae reductae sint in innas alias quarum una est jam
  76. est tractabilis, habetur q uo ex (() quo suostiento in aq. 3, habetur
  77. etiam a v nec tantum reductae sunt egque. ad unum, sed etiam
  78. ad tractibole,
  79. Jdn lyt 2edy300
  80. upernumerariaz
  81. rigetur haberi
  82. oculio Hoc
  83. vin est proba
  84. oponalum
  85. constantis
  86. rationis ad
  87. F. res est
  88. jum consecta
  89. namcum ita
  90. aequatines,

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 1, fol. 156r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068196:0309?run=74