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Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 113v

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: 0.73.

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

The machine reads it as

  1. Ex: dV =X jon E: AV, = cX ,,a: E en AV qu CY ev i L unr
  2. en 8H in GV. Gis eo p (). Eps mvus mul V O aones
  3. = EH donpit cuqe
  4. V en X in EB. recss en O. corps et a. EB Vo rpoms 2CC
  5. scrin Et ihi stro. F ju) 270mm. 1 C). ciurps carvaae equ qui
  6. junsoums urol, Ed a. O. angis v vyua su G. h. amp) etaque
  7. Oiogals. U, geo sg. 17. 1h7. ju 2 = (9). dv , d
  8. EED ant. 1 47. E, Vb vyna, 9H. engstur orriorpl) atuus
  9. aV mylis viua ounsus EH erpuctir eanzes inv
  10. ex
  11. EEH a Uo E_V ualir
  12. GY ind. 197. Jh3 = aY. jh) ahnqs en H )
  13. ElV in 4Eu
  14. ib AHin EV. ph en WX gho
  15. 1
  16. en 2 in W 7. pontri
  17. en longum sin virnp5 et a3 E an7 qu
  18. in 9 mmpuus h en Vo wiusen mires mnt
  19. puulus er 1 8V, s yhs ati
  20. eughus atque 3 C
  21. S
  22. po
  23. 5EY
  24. (2. Y. L2 ex AH
  25. W17. Ih eo ql Ito Et
  26. L7
  27. sit curva
  28. AB, X CB c deo = da
  29. ergo detur FG = da X. a Y
  30. FG, , t. fiat apta ad summandum (v. g. an aequales, an progressionis geometricae: an potiis
  31. tales, ut ratio V ad ipsam BB (ortum si ex G agatur pormalis in GB in AB) sit constans. Quo faco cum detur
  32. summa omnium BB, daratur et jumm. omn. . sodita non apparet quod FG, et 8) et E
  33. possint exprimi communi caluuloadeoque nec quoo calculus pro valore FG pro ista summotione serviat
  34. s it se nogentem e aten su pat e
  35. esuraerto epis eet asurere atam H ps taten
  36. a da. dx Xa. (C)F = da Sax. X a. ()F: C() - X a
  37. =m
  38. et datur angulus C(C)F datur et C(C) = da. X. a3. Ergo Et = ad X. a. jam datur et angulus (1)C9
  39. et 9γ = d (a) (x) (4) 8. ubi da est arbitrarium, seu progressus ipsoram a
  40. summi potust pro arbitrio a ressus ipsorum X est certa ratione determinatus ubi quaeritur an summani possint FG,E
  41. saltem exiuppositis quadraturis. Et videndum proinde an da sic assumi possit ut propessio ipsorum

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 2c, fol. 113v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068199:0226?run=74