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Leibniz-Handschriften zur Mathematik LH 35, 15, 5, fol. 88v

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: 0.63.

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

The machine reads it as

  1. C. 5B
  2. a
  3. et
  4. e
  5. e
  6. a
  7. e
  8. .
  9. e
  10. +
  11. L
  12. E
  13. E
  14. e
  15. E. L
  16. e
  17. L
  18. C ex e in a
  19. 2
  20. u
  21. a
  22. =
  23. 2
  24. sit
  25. aC = CA + hf fiet anCC = eeAA +2 ehF A +hhS
  26. fit h= C
  27. h = 2e quae in compalibilia. ht eA A
  28. C
  29. A + tias Aa + teV A
  30. f2t la B apa He = BV seu AR+ N = V. sed
  31. da
  32. hoc non licet nisi in datis peculiaribus
  33. CC
  34. h5C
  35. Ln
  36. A
  37. 2V. fit CC +
  38. hhXN
  39. a AA =
  40. itia
  41. + AA
  42. AN+m fAA + gZR +hi A + NC + sip
  43. 9b
  44. C
  45. hh-2h AA + 4 tr AA
  46. AaR
  47. tAA
  48. = 5. 2 fiat bC = CA m A + Bn. in bbf AA + 9bb CC + b hA + bbgc + bh substituatum
  49. 5
  50. 25. e
  51. a
  52. e
  53. F
  54. Zc = f fiel 1 bb fAA F
  55. du
  56. mmus AA + 2bmnus A + boHn
  57. 4
  58. bhA + bbHm
  59. bbkmA + BKN
  60. 1
  61. VsI
  62. fit m = bb b 1(f: 9)
  63. n + kkbb = kkbb = bl
  64. ra nn + kb
  65. 499
  66. e
  67. 49.
  68. O0
  69. seu n = = kb + Y CKk bb - 4ggbl)
  70. bbt 4f9Cc - 4bfk C - 4bb fl
  71. 2
  72. e
  73. 2 + bbth -
  74. Sint binae aequationes fAA +QC + bh A + C + bbl = 0 et pAA C + Br A + bb t = 0
  75. _
  76. s
  77. s
  78. 4ff
  79. gCC
  80. bsc
  81. A + A h
  82. ubi efficiendum, ut non contineant nisi hoc, ut sit bC= mA + bn. substiluetur hic valor in utraque
  83. AB
  84. bkC
  85. quatione et fiet a ex priore aeq. fiet _ aAA + BA + V = 0 ex poster ore AAA + MA + C,
  86. ex priore fiat a AA + B A + 1 = 0 ex posteriore AAA+ A + 1 = 0 quas anferendo a se invice
  87. fiet (
  88. X (L:V
  89. L A + V + (β: V a V o et fin X:V = A: H et (3.V = ( : TC.
  90. s :FC) simililir ex eriore fiaet AB + (B: _) A + B: X = 0 ix posteriore AA H (N: A) A+ H: X
  91. easque aequ. ex se invicum anferendo fieto (B: ∞) A +): a 70. itaque concidentiatio indiaet solum tribus aequationibus
  92. C
  93. est
  94. n. D.. = N =W
  95. identificatoriis: L: V = R. T, quae coincidit cum V: X = H: X
  96. Hine sufficit = = B et res redit ad duat aequationes is
  97. B1- V
  98. a: X et B. it n. _ esi d
  99. 1
  100. e
  101. e
  102. e
  103. a

Cite

Leibniz-Handschriften zur Mathematik LH 35, 15, 5, fol. 88v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068207:0176?run=74