Leibniz Legible

Machine transcription of the Leibniz Nachlass

Search the Nachlass

[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 309

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: 0.87.

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

The machine reads it as

  1. prop
  2. CxUIE1)
  3. R E S PON S V M.
  4. 30
  5. 259 (35) - L - X12, 150 (37) - 12, 300(39)+945 (41) = 45 (43) = 2 (45), aequabieur homo-
  6. seneo sub data D C unitatis eradu quadrasesimo quarso.
  7. C A P V F Y
  8. Exempla Adriani ad Problemaris sui solutionem nibil conferre.
  9. Drodaurem ad Caquae Profere Adrianus exempla pertinet, in secundi
  10. polteriore termino irreplc mendum. Peaque ica locum restito. sit
  11. terminus posterior Rbinomia 2 = R bin. 2 = R bin. 2 + R bin. 2. + R bin. 2. +
  12. (2. Cxterum ajo neque secundum illud neque primum sire cerrium ad
  13. Problematis lii lolutionem quicquam conterre. Aliunde videlicec termi-
  14. Ros, qui ur quaesici exhibentur, haberi quam vi Problematis. Neque enim
  15. deo quodopus Ceometrice compono idem Ccometricerelolro. Ad da.
  16. Camprimam de secundam construo seriem continue proportionalium eis
  17. cxcipor. Aenon ideo ex data prima, de quarta rel sexta exhibeo Greometri.
  18. Ccice secundam. Necmoreane in magnicudinibus pernumeros alymme
  19. os datis vel guasiris repetita per sriphos de loriras alimmetrix (ymbola.
  20. Oblcurum explicare per obscurius Marxorechnia est, praesertim cum 2d-
  21. Ectas porestates qualcumque resolvendi methodum non minus feliciter
  22. lam puras Analxcicenora in Scholas induxerit. Liceatautem FucUM Fa-
  23. Erc. Ouid ni c8o quoque mea bina Problemata Problemati Adrianis
  24. Aomebrerius expediam, artispo Da ita Solvero: Immo eriam au D Contar
  25. uodin suo non prxestiric Adrianu5) delignaveco: Propositumisitur esto
  26. N-
  27. P R OB E E M A I.
  28. Daca magnicudine cuiXquatuEZ N - FC, invenirCLN.
  29. TC, EqueTuEA 2. DicOL N eNe radicem binomix Z =N 3.
  30. eleriam, S2
  31. 3N = 1C, equecurradici binomix = -V 3. Dicor Nesseradicem erinomix 2-
  32. 6 = rad. bin. 23 = V 3
  33. el eriam, radicem binOmIX = 13
  34. 3N -, C, aequetur radici binomix L F N 7. Dico, H esteradicemerinomin
  35. rad. bino. =5 I V
  36. eleciam, rad. bino. N3 -
  37. L; 1 = , C, aequetur 1. Ecquis veco, N primam, secundam. ve (estenim duplex) ac -
  38. UTATECONAEUIXCFIE:
  39. P R OB L E M A TI.
  40. Data magnicudine, cui aquatuTSN = 5C - + LO C, invenirC LN
  41. N
  42. =5C. + 1OC, aqueruTZ. DicOL Neseradicem binomix = =Y 2.
  43. Vel eriam dicor N ese2.
  44. N = sC F rOC, aqueturr. Dicor Nesseradicem crinomix = =V 26.
  45. Lacce birO. == + N 43
  46. Veleriam LN cleradicem crinomix Z L ~ 2s + rad. binomia. 3 -
  47. SC. =1OC, agueTUE V 2. DicOL Nesterad. Bin. 2. =Fad. bin. 3, + V 2
  48. eleciam dico, NCHrad. bin. 2 + rad. bin. 3 + N.
  49. et denique dico . Nelle rad. bin. 2 - rad. bin. V a
  50. 3
  51. Sed
  52. el eriam, dico, N ese 1.

Cite

[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 309. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0315?run=74