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Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 61r

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.

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

One image of two folio pages side by side, registered by the library under both labels (also fol. 62v); this page is its right half.

The machine reads it as

  1. a +A
  2. X+ m A XF n XFP f0.
  3. X + lX bu
  4. +mi.
  5. XF n
  6. x + 1X alml X +m + p C
  7. +m. + YIn.
  8. +n . + mn,.
  9. Imup
  10. X ttn nun + punt 0.
  11. +m +In.. +nP..
  12. n. + mn.
  13. +p. +fIp..
  14. 2eo
  15. +mp..
  16. +prip..
  17. + p lap.
  18. p.
  19. Bnc L ppi = l -m a n (4)
  20. fier:
  21. 4 (+ m)
  22. mus
  23. In
  24. im
  25. - mn
  26. Fellatup germipus secundus, fiet:
  27. F lmndx - emn
  28. m- Imn
  29. Im - lmn
  30. sanc fa peno Bpaxo ices formulam hanc ita sentemus:)
  31. XEx tap X 1
  32. 70. Et ordinando rad extractio p
  33. +ar
  34. rem R adicis
  35. =agX =a
  36. ++
  37. sedam ita
  38. ex posthriore aequationis latere impossibilet
  39. sit extrahi raticem, apX diellendu est in duas partes, ita scilice, ut
  40. ut utrobique sit ande Radio extrahi possit, quae divulsio, quoniam
  41. sine extractione us cubicae fieri non potest, hinc ratio habetur
  42. cubica
  43. aequationem quadrato-quadraticam quamlibet revocandi ad subicam
  44. verte
  45. Unde:
  46. t
  47. PBIBLIOrMRCA
  48. KBIA
  49. RABAOVEAIA,
  50. minedde
  51. m
  52. M-P
  53. 2 - Imn
  54. lum
  55. Emm
  56. 3 m
  57. amn
  58. 6-remp.
  59. El-n
  60. ftap
  61. 3 -p2 n
  62. m
  63. E2(mK)
  64. n
  65. -2MX p n
  66. ilu
  67. issip)
  68. 2mn
  69. ,
  70. 1
  71. t
  72. ri
  73. 2map
  74. 2mpr
  75. m Z
  76. +tn
  77. +sapap
  78. Aph
  79. tanp. 6
  80. Formula generalis pro explicundis
  81. em
  82. =Im
  83. aequationem Qualrato quadratica
  84. l’mn
  85. -Imn
  86. s 0
  87. unius incognitae
  88. secundo termino
  89. carentes com-
  90. parare possunt
  91. ad radices corum
  92. investigandas
  93. - mn
  94. ln 5
  95. =Inin
  96. 10 septantr . 674
  97. TFFI Ap - 1.
  98. fiet e
  99. H. 1.
  100. +X
  101. 18 P e calculi securus
  102. proba in numeris
  103. quo de errole
  104. esse Ressum

Cite

Leibniz-Handschriften zur Mathematik LH 35, 14, 1, fol. 61r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068201:0121?run=74