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Leibniz-Handschriften zur Mathematik LH 35, 13, 3, fol. 207v

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: 0.91.

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. 208r); this page is its left half.

The machine reads it as

  1. duum: supplementum datorum illorum graduum junctum cum an-
  2. sulo verticali TCoscelis birectanguli prioris, dac duplum anguli ad
  3. balim Ilotcelis non birectansuli posterioris
  4. P28. 17.
  5. Si criangulum lPoCceles non birectansulum, habeac angulum balis ta-
  6. lems veejus duplum sic aequales de ansulo verricali IColcelis biroctan-
  7. sulis ex supplemento anguli verricalis, quem habet ictud prius IFolce-
  8. les, non birectangulum: erir istud prius ilolceles polceriori birectan-
  9. sulo aequale.
  10. P25. 19.
  11. Si quod Tolceles birectansulum habeat angulum verticalem majorem aut
  12. aqualem duplo anguli rerticalis alcerius Ilolcelis birect ansuli, non
  13. Pocerit dari vilum PPolceles priori aquales quodhabeat angulum rerti-
  14. calem polterioris. Aliaspoterit, si nempeminorem habeat. Pa5. 19.
  15. Invenire Birectangulo Iosceli aeguale IPolceles aliud, quod ansulum
  16. verticalem habeat datorum graduum.
  17. Pa8. 20.
  18. Invenire birectansulo Iosceli xqualo Iosceles aliud, quod ad balim
  19. habeat angulum datorum graduum.
  20. Pa5. 21.
  21. Daro peponalis sectionis angulo, determinare quem sub eo balis trian-
  22. Suli Volcelis non birectansuli faciat minimum angulum. quemma-
  23. ximum.
  24. P25. 23.
  25. Data acea Floscelis, et ansulo ad balim ejus, invenire quem angulum
  26. in verrice habeat, de quae latera.
  27. P29. 24.
  28. Daca area IloCcelis. e angulo verricali ejus, invenire angulos ad ba-
  29. sim ee balim iplam ac latera.
  30. P28. 25.
  31. Daca area PPoscelis. area sectionis peponalis convenientis angulo ad
  32. bauim; vel area reliqui legmenti pexonalis sectionis ictius; aut (al-
  33. tem proxortioneo quam data Iloscelis area habet ad dictam sectionis
  34. Deponalis aream, vel iltius sectionis reliquum legmentum; inveni-
  35. nire angulos ad verricem ee balim ictius Ilolcelis.
  36. P28. 26.
  37. Data area crianguli Sphaerici de duobus laceribus, reperire certium
  38. lacus de Cingulos ansulos.
  39. P25 27.
  40. Daca accatrianguli Sphaericis e vno lotere atque rno angulo, reperire
  41. reliquos ansulos ee latera. Item daca area e bah Tlolcelis, reperire
  42. ejus crura de angulos.
  43. Pa8. 30.
  44. Invenire criangula Iolcelia vel Scalena Sphaerica, qua aream habeane
  45. Temper crelcentem arei ruius minuri vel gradus, et eundem semper
  46. geadum retineant in vertice.
  47. Pa8, 310
  48. Enrenire criangula HCoscelia vel Scalena habentia aequalem areain, qu’ae
  49. se Cuperene rno minuto, rel rno seadu ad inricem in angulo ver-
  50. ticali.
  51. P28. 31.
  52. Invenire Scalena triangula Sphaericas habentia aequalem aream, de anou-
  53. lum recricalem semper aequalem; Cedangulorum ad balim alcer sem-
  54. Pet VnOmimuIO ret Gradu MinVATUE, AlIET AUSCACUE.
  55. Pa8. 32.
  56. Invenire

Cite

Leibniz-Handschriften zur Mathematik LH 35, 13, 3, fol. 207v. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068200:0416?run=74