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[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 339

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. 1II.
  2. quacusi p
  3. XIId.
  4. CHTOTUI
  5. tertit
  6. TUM
  7. at
  8. CCUM
  9. Orum P
  10. c
  11. iic
  12. AE.
  13. IV.
  14. Equareusit
  15. ran8
  16. secu
  17. 1d810
  18. se
  19. iper
  20. CM
  21. 52l. d
  22. na p
  23. 2EONI
  24. AM C si
  25. AO
  26. et
  27. ubcet
  28. CUt
  29. dad
  30. CaM
  31. anda
  32. UTCrIS
  33. P
  34. C A F F Y 5.
  35. IL P D E N D I CVF A l.
  36. OBDEMATIS, OUDKUM SCOME.
  37. AYT R E GTOM ONT ANUS.
  38. xi quaedam esse Problemata, quorum Geometricam con.
  39. ArUCtIOMCI SC MCSCIFC QIE RCSIOMIONFANUS, Quanqua AI-
  40. Sebrice, ut loquitur, ea explicet. Consilatut liber sis de
  41. criangulis. AEAISebra, quam cradidere Theon, Apollo.
  42. nius, Pappus, et aliireteres Analyae, omnino Geometri-
  43. Cdest, e magnitudines, de quibus quaritur, sivere, sire
  44. numerostatim exhibet, aut erit àepyror i à Nozor ceo bNqua
  45. LresaererO
  46. F80. Archimeden, aut ego Fuclidenmiser
  47. Verso diurna, verso nocturna manu,
  48. Subcilis arris aucupans palmarium.
  49. Sed sive lectis quatuor Problematis
  50. Orontianis, atque Scoflerinovem,
  51. ritellionis quinque, Peurbachitribus,
  52. lire alia, quam boniillius Poctae, se d aliquando licentioli, e in C comc-
  53. tricis infelicissimi, non est capessere via, Problemata tamen illa Regiomon-
  54. TanI CONSEFUXCKO.
  55. P R OB L F M A I.
  56. Data base trianguli, alcicudine, et rectangulo sub cruribus, invenire
  57. criangulum.
  58. Frianguli de quo quaeritur esto data balis AB, al-
  59. cirudo xqualisrecta AC, rectangulum aurem sub
  60. cruribus decur aequale ei quod Ec sub AC, AF.
  61. Oporretinvenicecriangulum, cujus balis AB, alci-
  62. cudo iph A C aequalis, et rectangulum sub cruribus
  63. aquale ei quod Ac sub AC, AF. Inclineneur AC, AB
  64. ad angulosrectos, X ip (_ AE, AB sccencur bitariam
  65. IMF, D, _ per D agacUTDG ip(I C AF parallela, in
  66. quaponatur A C ipsi AF aequalis, X centrO C in-
  67. cerrallo CA vel CB describatur circulus. Denique
  68. Per punctum C agaeur CK ip E AB parallela, se canS
  69. circulum in L, K, de connectantur AI, BI. Intrian-
  70. Suloioieur AIB cum ex vertice cader in batin AB
  71. Perpendicularis IL, ipla eric alcicudini AC aequalis.
  72. Agatur aurem diameter IGMI, d connectatur MB,
  73. erixeriangulum 1BM rectansulum, d simile crian-
  74. BulOLAL. Rectienim sunc anguli IL A, IBM, _ (-
  75. ve anguli LMB live anguli TAB duplam amplicudi-
  76. nem eadem veripheria lB definir. Ouarc estucIL
  77. d AI, ita IB ad LM. Scd LM est dupla ipsiuS AC, e ideo aqualistori AF. Iaque rectan-
  78. Fulum Cub IM, IL. consticuicur rectansulo sub C. A, AF. aequale, er eo eidem quoque aequa-
  79. e rectangulum sub AI, 1B. Ad dacam icaque balin AB, ec alcirudinem IL, seu AC ita
  80. contticurum est criangulum AIB, ve rectangulum sub cruribus aequale sic rectangulo sub
  81. C, AF. Quoderatfaciendum.
  82. RTOAM CONTSRLTETTONEM SE NESCTRE
  83. PRO.

Cite

[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 339. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0345?run=74