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Leibniz-Handschriften zur Mathematik LH 35, 3 A 23, fol. 2v

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: 0.70.

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

The machine reads it as

  1. inucjor nmu uet
  2. nen v homns lungn,
  3. 5:
  4. Ed
  5. uae
  6. Ess
  7. e
  8. s
  9. 5
  10. e ∞.
  11. e
  12. s
  13. ad
  14. ian. 1681. de Sueuienties hextica tis
  15. uin
  16. e
  17. 1. 2
  18. dilit
  19. 13.
  20. il
  21. 21
  22. nsu
  23. sisi
  24. 55
  25. 2. 1C
  26. Seriet temminorum
  27. 39 194
  28. cot
  29. Serie, numerorum : 1. 1. 2. 3.5.
  30. X+y aequ. Z
  31. et (1 ago Xtyfiet: x+ 29 aequ. (2)
  32. 2) aqu. 2X +3y.
  33. 1-
  34. XD Xt
  35. 1
  36. mo
  37. 1.
  38. (Daequ ary. (3 oqu X+2y
  39. geho v . 3(9 atior 3 = v 1 2. 2. 4. 6. 10. 16. 26. &tc. vel 1.2.3,5. 9. 13. 21. Xc. vel 1. 3. 4. 7. 11. 18. 29 2
  40. idem est an orro l aequ fate X
  41. jam
  42. x+y +2xy, hinc (x
  43. equ X
  44. jam +x
  45. loc loco auli
  46. 26 eandem
  47. lina
  48. yMaego 2X+ 27. ZD) aequ 3X + 5y
  49. 1. 1. 2. 3
  50. 5. 8. 13 etc ves
  51. X + 27. 2XHy. 3x+5
  52. nam (XB) est yxag et yX tryy, et (Y) (V) est
  53. (2)
  54. +B1) hinc semper prdii
  55. s (7) aequ yX + 2yy - XX - Yy - 2Xy
  56. y. jamZg etiam
  57. XZ 8. 2F 77 etiam aequ. +XX + Xy = yy. EgotZ + 8 7 17
  58. patet etiam ecatummiti
  59. exto
  60. exsu
  61. et 9(X) XY) aequ (Z) et quia (X) aqu.
  62. itaque in quacunque serie hujus modi, ut
  63. porro quia X2
  64. seu fit
  65. ic differentia
  66. et
  67. l.
  68. 12
  69. x accuratius examinetur sumtis duobus prioribus x er y. tertio quolibet
  70. fiei semper
  71. ent et 10to ab 3i aliisque infinilis locum habet series prima hor modo: X. y. Xty.
  72. 1ote
  73. 313 (09 oto 4 ergo XX
  74. 1
  75. 6.
  76. ego =()(Z) = (y1Y. Etquidem si primi termini
  77. subis
  78. extrepporum ex
  79. man fcshupis en pibaterer
  80. scribatur a. (3b
  81. medique haber
  82. 2
  83. se
  84. Xx +Xy -yy eandem formam habere cum rotabile est aautem formulam
  85. 5
  86. eosdem prodituros, si ponantur
  87. a
  88. def. Quam totum et minor mapor pars tot
  89. aequatione
  90. aas b aba na
  91. x
  92. ert
  93. e reato
  94. furm
  95. +1
  96. (21
  97. si
  98. unulm
  99. vo nb
  100. rem aere mois
  101. ed 112 2
  102. 3 d-
  103. u 91

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 A 23, fol. 2v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068236:0004?run=74