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Leibniz-Handschriften zur Mathematik LH 35, 11, 18B, fol. 61

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. 137
  2. mnnonua
  3. discributum habente id ipsum motu aequa
  4. Piter distributo movetur.
  5. sit AB cujus motus iA 1B2A 2B.
  6. aequasiter distributus et in ipso AB sit C D,
  7. aio Thujus motum, C1D 2C 2D forc-
  8. ae qualiter distributum. Nam quod Libet puncs
  9. ctum ipsius C D est punctum ipsius AB, es
  10. quodlibet punctum ipsius AB ae qua les tempore
  11. quovis T Lineas describit (per defin. 1. hic) ergo
  12. quodlibet punctum ipsius CD aequa Lestem-
  13. pore quoris T Lineas describit; id est (per desa
  14. Is CD motum habet aequaliter distributum
  15. Prop. 2.
  16. Jua insunt mobili motum habenti
  17. aequasiter distriburum, eorum relocitates si
  18. mud existentes sunt aequales. et ricissim
  19. si eorum quae mobisi insunt resocitates
  20. simus existentes sint aequales motus est
  21. aequaliter distributus
  22. Sit mobile AB, eujus motus aequa
  23. Liter distributus; & sint in mobiti duo quae
  24. cunque ut C D _ F F, aio eorum reLocita
  25. tes existentes eodem instanti T esse aqua
  26. Les. ponatur mobite motu aequeaditer distriba
  27. lo Latum, eundem ae quirelociter continuare
  28. per tempus FP, eoque tempore transferri.
  29. ex 1AF
  30. i
  31. DEVEBOSIS A3E
  32. eS NOSV A PVABId EADISSRI
  33. Definitio
  34. MorAe DiSSRBI
  35. FO MOVeSVR cujus punctum Lineam
  36. describit Linea à quoris lio ejusdem mo:
  37. bilis puncto eodem tempore descriprae
  38. aequalem. Dicrmus et MMO TVM ACquid istaor
  39. Veluti si mobite ABCD transbera
  40. tur ex Loco 1A1 B, C1D per A2B2C2D
  41. in 3A3B3C 3D, e punctum ejus B descri-
  42. bat Lineam 1B2B3B; tunc, si motus sit
  43. cequaliter distributus aliudque ejusdem
  44. mobisis punctum quodeunque C describat
  45. Lineam 1C2C3C aequales erunt Linea
  46. 282B3B, et iC 2C 3C Et vicissim si aequa
  47. Les reperientur punctorum mobilis quo-
  48. rumcunque Lineae eodem tempore descrip.
  49. ta motus erit aequaditer distributus
  50. qua:
  51. )
  52. am
  53. eGa mahis
  54. aa
  55. Definitio 2
  56. VeB DBiSAS ir MOSVAPVABISER
  57. BV70.
  58. distribute

Cite

Leibniz-Handschriften zur Mathematik LH 35, 11, 18B, fol. 61. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/00068192:0061?run=74