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Leibniz-Handschriften zur Mathematik LH 35, 3 B 11, fol. 23r

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: 0.75.

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

The machine reads it as

  1. quaeraturque cisserentia inter a etb;
  2. dueB
  3. lec
  4. set differentia inter hanc differentiam et c)
  5. et parsus differentia intercum
  6. d hium est litera
  7. sed differentia
  8. ab
  9. abe d s at B CdGG= eF
  10. ec
  11. si sint quantitates quotcunque
  12. a, b, c, V, etc.
  13. nox semper. Quod prodire
  14. sed _ si a, b, cd, _ e M nil sunt
  15. aliud quam 0 et 1, res procedit.
  16. (q. b) = aa - 2ab + bb quadratum diffcentiae
  17. ( ( ub) = C) = qu d (d (d (a jib.) B C)
  18. edsd Eb = eC
  19. a- b. + a + b Lc
  20. a = c 11(+) a (+) C (+) b
  21. si hac si foret fa +b + c
  22. foret 4: (7)1= a - b -c
  23. bQc + b +e +(b- C) + a
  24. Fb Lc a = a tc - b
  25. ergo diversimode procedendo
  26. non prodit semper idem
  27. 4
  28. - 2bc AB
  29. + 4bceABC
  30. aa - 2lb + bb + CC d (a . b) c = quadato
  31. _ Aa B dif. a 6. (a- b) +c
  32. ) (a C) (+)b
  33. ac- b
  34. ab
  35. edqahe
  36. et
  37. d st (a.b).. C) = d (it (a.. C) r b) = d (d (b. 5). a) cB
  38. 15 7 = 8 8 + 2+ 2- 8=
  39. 15-7 = _ 1 21 = 8 = 13
  40. 4. b. C +
  41. =(+) a +c + b
  42. forat + a~ (+)
  43. str
  44. Atam tstua) seudten s)
  45. lel2
  46. quantitates assumsissemus, adeoque non semedis
  47. 2 - 15 = 67 7-6 =1
  48. 21-6 - 14 3
  49. iater a et
  50. b
  51. 1b
  52. (9). dsd lcd 54 = ds d h. B
  53. moem prodit acc si alio ordine processissemus
  54. 215 15
  55. de
  56. ex hibus
  57. lec
  58. + a
  59. ba dsp. _)
  60. eale
  61. ca
  62. el
  63. E
  64. b
  65. tab
  66. 2ab
  67. Habe
  68. ta
  69. abe
  70. -gabel
  71. +bm
  72. 1
  73. bn
  74. t
  75. +4 abc
  76. +a b
  77. rabc
  78. 1atbtc
  79. zaba
  80. dde
  81. d
  82. Habc
  83. +ab
  84. +ac
  85. + bc
  86. ta
  87. 2ab
  88. atbre
  89. ab
  90. 2abc -ac
  91. tac
  92. +gabc
  93. habe arbrens
  94. rabc
  95. eal
  96. +4abq= 2bc
  97. ACa bebircs)
  98. -2 (abd
  99. sbic
  100. tabe
  101. +ab)
  102. igabid Babid
  103. potest hoc appli cari
  104. ferentialem
  105. cartulum, ut
  106. L BA
  107. sit najortiminus, et
  108. proponeminor sit et Va
  109. eut differentia etc h. m
  110. pro diffuntia pote
  111. hic ad hiberi quadatum
  112. AB A ponatur A, B, ea
  113. et
  114. et ab, et esse
  115. aretiam datum. sed lmer
  116. Aedua subtrattios
  117. ebitur
  118. Regula Additionis bilinearis
  119. C
  120. c b a +
  121. a
  122. e
  123. 14d
  124. Ia
  125. 1
  126. la
  127. epdsi nas bmali
  128. lserEq
  129. jendiet dsbrctio
  130. d
  131. en
  132. A
  133. l
  134. dendso sisst
  135. En
  136. alds
  137. ahapumalin
  138. d
  139. alaq
  140. d
  141. n
  142. Er ful or
  143. bm
  144. lin
  145. u
  146. =a ()d q)
  147. =ssil vis
  148. 1e
  149. I(B.
  150. puus dpossisei
  151. tonere qu
  152. A~ dfq B= d sa C= fd Lat (A,
  153. E-alB
  154. (A) est prima summa promitat Rab, C tc; l, m, nesc (C)
  155. (B,.. sennda ... . . . . . 18g to b, c, B te m nip, etr
  156. atia
  157. alaqsa

Cite

Leibniz-Handschriften zur Mathematik LH 35, 3 B 11, fol. 23r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068261:0045?run=74