Leibniz Legible

Machine transcription of the Leibniz Nachlass

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Ps. 2, fol. 87

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: 0.81.

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

The machine reads it as

  1. eolremos 1I.
  2. WX
  3. dimem.
  4. nenes (or.
  5. nis, formem
  6. ic ipla can
  7. L
  8. Oiisi
  9. minorum hu
  10. nterendo
  11. rectiruen
  12. discim
  13. b1
  14. COM
  15. A, O U A X L O N U M.
  16. 8
  17. ulcimos terminos, habebimus pr ∞o b d3. unde sequitur, d3 ae qua-
  18. ri ; e cognica verd radice b, haec aequatio v3-- lux- bl X. + ∞0
  19. ad reliquas eres erit reterenda.
  20. 2 Proposirio.
  21. ut b. + bb
  22. PHOTCCMA PIOPOHCIOHC, tiac ex duabus, ∞3. L exX- L bCx L d 3∞ 3
  23. _ X =- b ∞ 0, haC ae quatiOx+ = 6∞3 F - , 43 X - d3 b ∞ O. SipPO.
  24. b = bb0
  25. Citis autem cmajore quam b, e bbc majore quam d, habebit ip (a
  26. eandem Formam atque secunda propolitio x=. L Ix3F - n3X- p+ ∞0,
  27. ac per contequens ejuldem erunt naturae ex consticucionis. Fiae
  28. erso adaequatio, e per comparationem lecundorum termino
  29. rum habebimus, 10C- b, hoc est, 000 l- L b. Deinde, collatis
  30. quartis terminis, habebimus d - bb0 ∞ = n3, hoc est, substi-
  31. tuendo ralorem sinventum, erie d∞ bb l - f- b3 - n3. IInde P2-
  32. cet, cognita reraradice b, hane xequationem x3. L. lvx. L blv. + bbl∞0
  33. + b + bb + b3
  34. 1
  35. cribus reliquis inserrire. Postremo, per comparationem ultimo
  36. rum terminorum, trabebimus pr ∞ b d3, ac per consequens d3 ∞Z
  37. ec, cognicarera radiceb, haec aequatio x3 f-lX X. ] bIX f ∞0
  38. ad eres reliquas inreltisandas erir utilis.
  39. 3 Propositio.
  40. b + bb
  41. oceca Proponcone tat ex duabus, ∞3. L cX X f bc N - F d3 ∞0
  42. et t= D Oa a GuatO x+ - F C∞3 X - = 13 ∞ = d3 b ∞ O. SupPo
  43. =-bb0
  44. Sitis aurem bmajore quomc, e bbcmajore quam d3, habebit ipla
  45. eandem formam atque tertia propolitio x=-L lX 3 X -- 13 X-- p+ 20,
  46. ac per consequens ejusdem erune naturae de consticurionis. Figt
  47. itaque earum adaequatio, de per comparationem secundorum ter
  48. minorum habebiinus lD5 b, hoc est, c∞ l-L b. Deinde, Con-
  49. terendo quarrosterminos, habebimus ds -- b b0 ∞ - n3, hoc eA,
  50. reltim

Cite

Ps. 2, fol. 87. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/175906937X:0111?run=74