Leibniz Legible

Machine transcription of the Leibniz Nachlass

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[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 187

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: 0.85.

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

The machine reads it as

  1. n0. plat
  2. vriceet
  3. rudo 1V
  4. actuSit
  5. plano. P
  6. UreM
  7. additi
  8. 115 let
  9. se
  10. inem.
  11. onitu
  12. n et
  13. eueit
  14. e
  15. etie
  16. den
  17. AM.
  18. e
  19. TI. F
  20. Divisorit
  21. POTLSF ATVH RESOLNTTONE.
  22. EY Lductio latensnaltosecnal.
  23. 420
  24. (Solidum enpletionis a co-
  25. triplum quadratum la-
  26. efficiente loncicudine in
  27. teris primi
  28. supertor, num expletionis à co
  29. pars
  30. efficiente longicudine in
  31. Reliquum resolvendi adfecti quadrato-
  32. quadraci.
  33. criplum lacus primum.
  34. Cdessbuns congirudo.
  35. Divisorum
  36. pars inferion
  37. ab pracipa
  38. denup qualratum
  39. 5primi
  40. Plan
  41. Ouadruptus cubus
  42. terisprimi.
  43. lum la
  44. mum.
  45. Summa divisorun
  46. ta a divisoribus
  47. 00 1 6
  48. Alatere secundo in quadruplum cubum la-
  49. ter
  50. sprimi.
  51. A quadrato secunat in sextuplum quaot
  52. cumprimi.
  53. A cubo secundi in quadruptum larus pre-
  54. Ouadrato. quadrarum secundi.
  55. A latere secundo in solidum expletio-
  56. A quadrato secundi in planum expletionis
  57. A cubo secundi in coefficientem lonsirudi-
  58. Summapiuno. planorum auferenda, 2 3(0 0 16
  59. equalis residuo re solvendo quadrato-
  60. quadrato.
  61. nem.
  62. ltaque si r DO. F 10C, equentur 470, 916. fot L HY 24. FX retrograda, que omnino observasa
  63. cernuur, compositionis viao
  64. PROBLEMA VI
  65. i Daco in numeris quadeato. quadrato adtecto adjunctione duplicis pla-
  66. no plani, unius sub latere e daro coeticiente lolido, alterius lub late.
  67. is quadrato e dato coëfficiente plano, latus analytice elicere.
  68. Duacrarum cujusdam numeri ductum in ipsum quadracum et in 200, Cacit 4 46, 976.
  69. Duaeritur quis Eie numerusille.
  70. In noris1O = 20O 2, aquatuF 446, 976, XCAELN unitatUM GuOE:
  71. Cale non indiger parriculari explicarione Problema. Duoniam GI1 O Q = 2009. X-
  72. Alacur 446, 976. TBicurr O + 200N, aequabicur 4 +6, 976. Erincelliserur 1 N quadra-
  73. cum laceris, de quo primum quarebatur
  74. Ac cum adfectioniplano. plani sub quadrato lateris, et daco coetsiciente plano, per-
  75. Milcerne adtectio plano. plani sub latere ee daro coëtlicienre Colido. opus est parriculari
  76. analvSI, ICIH LHCI.
  77. Duidam numerus ductus in suicubum de in 100, addico facto sui quadrari in 200,
  78. aet 443, 376. Ouaricur quis sienumerusille.

Cite

[Francisci Vietae Opera Mathematica] Francisci Vietæ Opera Mathematica, fol. 187. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/845634801:0193?run=74