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Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 38r

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: 0.80.

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

The machine reads it as

  1. 1) dy: dx = P: a
  2. (2do)
  3. aadt = ft dx +agdo
  4. ubi v: a datur ex y et X F et g ex X.
  5. atio adt = hdu ubi 2 datur ex y.
  6. ec
  7. Pp aeq. 2 et)
  8. fialtossilus: dx = f+ + ag,: ah = (5t0) v. a seu fret
  9. + ast ft+ag v seu t = hv-ag: f und e (
  10. 1to) at = fhdu + fVdk = afdq - hvds + agdF,: H = hdy
  11. quae aequatio debet esse identica, seu fiet identi
  12. nlot
  13. afhido tafrah-ad fdg. anvaf + aagas= fshdu
  14. sit N = XX +gy prodibit.
  15. c
  16. 2 fh2xdx + thrydy + afvdh du-aaggad
  17. aaf agdx-an vafax + aagafdx= fftodu
  18. Et fiet ac 24 nq
  19. 2fhx- aa fdg- ahv df + aagdf
  20. Et 2 fhqs + a fvdh = Ah =0
  21. C
  22. Ex priore quia h pendet ex fiet utique.
  23. 2flX a nynds =6 seu 25X = t qyds20
  24. sed quia f et B dantiu ex p, talt
  25. )
  26. itaque frustra progredimur
  27. si fassit aeg. (3) aaat = et au + ahdy, fint
  28. f-0 male
  29. Io).ly. dx = f +ag,: et +ah = (5to) v: a rassus ex
  30. 2 est t ix far sagdx: W0) E uo log2o sfax et
  31. ex 3 est tessez (ahdy. ) Et loge sedy.
  32. vel en
  33. d) bssae et 16 fiet nti
  34. fax ((agdx: bs). similiter ex onsit
  35. vel en fiet W
  36. L 61
  37. 1
  38. 12) = b...
  39. idus pa
  40. sedy)
  41. dx) - 1. (ahdy: b0..+
  42. itayu 14) (5. s(agdx: b...
  43. Sed haec non nisi in eas curras cadere possunt, quas sicet
  44. edu
  45. aequave exprimere divisibi divellisili in duas puites
  46. 1.
  47. sIe
  48. quarum una est secundum X altera secundum e
  49. sed hoc non patitur aeq. C posses omissis aesqu.
  50. quasi omnia
  51. 4 et 5 subtatis pro X in aeq. 2 pontre.
  52. ipsae F et a perdeant ex Z. Et pro y in 69. 3 ponere
  53. eo ut et h pendeant ex co. ipsae anteq Z et Cd
  54. pendeant ex Xet y utcunque. itaque in 1 pro ex substitue
  55. tur aze et pro dus substitueur deo seu sret

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 2b, fol. 38r. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068198:0075?run=74