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Leibniz-Handschriften zur Mathematik LH 35, 8, 30, fol. 86v

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: 0.79.

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. 85r); this page is its left half.

The machine reads it as

  1. aequato succossivo, et indo in pimo casu n = 0, a = 2, B = 0, et im 2d0 n = 2, a = 0 et B = 1. C) hunc.
  2. a+ sit in ermno casu 0, in 2 - 1. Undo vd0, et a2 ot var isunt act 0; quam allum duae 80
  3. X- a + B
  4. n Rosoevonda joro y et ii scryplae produrunt aa +02 - dd +d2; et lere aa et modd in quilus indoae digni
  5. tatis ZDX sou e, posili aequalos mihilo dant a = d. Undo pumy souoi lor9 a 2 oradit
  6. Oporao Da
  7. P20 tous roequas parre p, et hobis aequaoem y = d + p, et jed osse B081) i - p. qui va
  8. Coros. in Rosglvenda pro qot it substituli dant Rosolvanda nova 2d p + pp - 2Z io + d Z = 0. ver
  9. V ot je viros subount ipsam yul y. Tory uny en quo nor p noq i roppduls D d2 que cy toro Se =
  10. collatus dat X = 1. Ssip idlquis 2d p. pp et - ZZ pond p
  11. casu Robio p = 0, a = 1, et B = 0; in 2d n = 0, = 2d, B = 0; et in tortio a = 2, a = 0, ∞f = 1. et hunc
  12. X - a + B
  13. + obedit in erimo rasu 1, in 2d L, n Crtio 0. ando v81. et a2 vra2- sunt a2ot a
  14. Tou duo ullimi ar et a in Rosolvenda pro qu et je resportioo sorpui, producant 2d a 2 + a 2- a 2e
  15. Ad2. et lori 2d a2 ot d = in quibus indox dignitatis 2D2 ou 1, positi aqualos nihieo dant a - -
  16. undo a 22 brus primus sorvi V sit - = Z s
  17. Oporao lortia.
  18. Pro torio dequis nondus invontit pond 4 et hobis aequaem p = = = Z + 4. et ando (hor Broci)
  19. jo = - = 4: qui valoros puro p et p. in tosolvonda novissima substituri producunt Rosolvonda
  20. nova 2d9 -24 + 44 = 7 2Z = ZZ9 = 9. vli qet a viros supplont ipsory y et i. Tory unreu in
  21. quo noque quo q rporilh D Z2, que cy LZ collals dat 2 = 2. Cons roliquis 2d4, -24. + 42.
  22. pone l2 a’ il aquaton surossid; ot indo in crimo rasu hobjs n = 0, -168 0
  23. 200 p = 1, ∞ =1, B=0; in tortio p = 0, a = 2, f = 0; in A = 2, ∞ = 0, B = 1: o indo q- u t
  24. a+
  25. ovadit Teruno casu 2 in E 310 et 4 1. Et hunc V D2, V a2 v. va Z sunt a2 et 2a2: qui
  26. quo
  27. valores. in Rhosocvonda q et a gabsiituli dant Ld a= a7 + aa 2 +2Z- 2a2; ot lri
  28. 2d a22 + 4Z. Z in quibu judore dignitatis Z 7 son 2 quositi aqualos dant a =- undo
  29. a 2 129 primus souvi 4 ouadit -
  30. sovidi
  31. Ooporaca sta
  32. Aro aeliquis, tous du mogulis pond r. 3t hobis aquas
  33. 67
  34. 2 +Y, ot
  35. , et vis q es indd Rosoevondam nova 2dr + 27 +Zr + 324 - 322Y + YY - 2E1-
  36. 1630
  37. et ea se mothodi suporcone hotrs
  38. p
  39. 64dd
  40. 8
  41. C iqus radioe actrahonda y = d + p = d = = 2 + a = d = = 2 - 2 2 2 + r = d 17.
  42. c et oporaoem quinnando prodaon ecot raduo ad tores peuros.
  43. -
  44. Et dado mothodo diit nontons raduos aequaoy, Pluacones Edas, vrtras, alas Cii ii i aerasque involvontuu
  45. rovosunt.
  46. antrahi possd GfS uti 3 2odiy ontractionibus ubi aliae mothodi mtrena in epese craeducta anni 1byb
  47. docet, qd, in soluliono problomati de tangontibus invorsory casu aliqui dants in quibus hac mothodus grabs non coquunlz:
  48. Peticulantor si m vrcangneo redangulo qd ab ordmata tangonte, et intogarents plo alsussae consuturts, adeae duory
  49. quony ebot ealoubus trien e aquaom quivis dofrats; Rrobloma absque mothodo hacee grali solvi pollont.
  50. mothodi (a hae oos lplculares qui grales collocti sumplae, solulione 2da pis prollomalis qd nontons
  51. suae milio grius opistoere. sus vorbis proposint. Pata aequao quotrunque flnontas quantitatae ivolvento flaxionos
  52. invono et vico vorsa. Nam tola bluocionus mothodus in hujus diro et à et invensa solulione osistit.Gun
  53. morhodo assunsD A Mothodus dicali Lorbrutii utraque antiquor illa qua 2Is Barroro in Lortionibus Goomotum
  54. exposint, aguitz D Aelis Loipsiris (auno ibysi monso sau) a quoda qui mothodus adhibot Bibncti sunulo. dqu
  55. adtut onulus B suporeod doi 8 formulam Analssont brverum et comnodorum adaptatio ceml tevors
  56. funid.
  57. 4d

Cite

Leibniz-Handschriften zur Mathematik LH 35, 8, 30, fol. 86v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 73). https://leibnizlegible.com/page/00068124:0172?run=73