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Leibniz-Handschriften zur Mathematik LH 35, 15, 4, fol. 14v

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: 0.62.

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

The machine reads it as

  1. X
  2. Xian dd
  3. ax
  4. d
  5. 177
  6. Vieus du
  7. at
  8. d XV YI X dus + y ax
  9. X du - Vde
  10. d
  11. 1.
  12. X, 1Z X dx
  13. rax Xyy
  14. Cx
  15. 2 de
  16. 2a-2X
  17. +x II
  18. 22
  19. rax: xX x E
  20. ra L
  21. e
  22. +
  23. 1
  24. rx +hao 7 yn + fey
  25. trax +2ao - nax
  26. 2ydy
  27. X + dX
  28. (=XY) (+ X 1) + y (X + X dst Ax Sy
  29. 2a x. -2X x 272 id est
  30. b
  31. V + dy
  32. =XV + XV
  33. dx
  34. rax -x. sy L
  35. E
  36. asxe
  37. ad
  38. X+ d.s
  39. X
  40. Praxriadu
  41. dut
  42. 2..
  43. 2X + 2 dx
  44. a -d +c -
  45. a - d + C -
  46. aa +dd + cc +b6
  47. Xx xax + bb
  48. at
  49. x tff
  50. B
  51. ex
  52. Vd
  53. eb
  54. c
  55. - X
  56. a
  57. 5b-X (X E
  58. defectus gebrae quod cognita cognts k.
  59. 8.
  60. 6b x X na +VX involvit quaerayus eotimedebet vera
  61. bb-na xXx
  62. 1e. e po tis
  63. b
  64. 6.
  65. X
  66. eD
  67. a +
  68. E F b +
  69. t
  70. Polu
  71. Etum Bd
  72. m
  73. si problema ita foreuts inver
  74. quam FG aupasive
  75. ta smis invenire duo vilusula
  76. CGita ut sit FG+ FC - CG junc
  77. xhyfaciet EC non ed essismulis Yob - aa X X
  78. sit calemu.
  79. A
  80. destan gule ABH E sutis facet
  81. tam pat
  82. D
  83. dilo G.
  84. d8
  85. 1 +
  86. so
  87. ∞
  88. +
  89. a
  90. e er enf(cdD(d
  91. o- e
  92. tr 0-0 .
  93. D C (∞
  94. n
  95. ee
  96. =1
  97. C8
  98. 0
  99. c
  100. 2
  101. ac
  102. 5 +
  103. i
  104. s
  105. i
  106. u
  107. 1
  108. so
  109. 3
  110. s
  111. 12
  112. e
  113. de
  114. v
  115. d
  116. s
  117. e
  118. +
  119. 00 s
  120. e
  121. e8p
  122. e
  123. ∞ lont
  124. e
  125. eE
  126. d
  127. e
  128. C
  129. ∞
  130. 5
  131. 8 +5C.=
  132. M.
  133. 26-i
  134. CDnb GFHX
  135. L D 2b. LdG, 2bX GEsa
  136. 201- Xx x aa
  137. LDG- GF GE p, a
  138. XXiX rbXaa
  139. c
  140. 2bX = X pa
  141. A6 + Yb - aa
  142. quaenitur X pure
  143. invenietur X esse
  144. aequ. BE - BK
  145. id est b = BK
  146. jam Bk p BF = K p
  147. Ergo XB
  148. AC duo videmus primo quomodo X invenia
  149. bar
  150. b-
  151. Rcnc
  152. .1
  153. s
  154. bo-aa
  155. radicem tantum indencta oo quattur non simm prures alias caleulo per meras cognitas nquomo non
  156. pobationes facillima netrotus est tis, sed exsolis coruris quaescla determinanda.
  157. d
  158. coegope statum seu A oleor quaditus sinto quod do sit uit p alia atur ctraessitat b- 6 a con efiam ba
  159. conner.
  160. lo nin se as n e

Cite

Leibniz-Handschriften zur Mathematik LH 35, 15, 4, fol. 14v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068206:0028?run=74