Leibniz Legible

Machine transcription of the Leibniz Nachlass

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[Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica, fol. 1009

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: 0.83.

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

The machine reads it as

  1. P
  2. ed e erenssiora.
  3. Ietus magnicudo. FIoc est, monuum ponderis utriusris mP, celeritatum dit.
  4. fCrentIa F C. lati, (Der PFOP. 27. Ciap. T.) quod erat provosicum.
  5. Aiter.
  6. magnicudo m + P C, uc prius.
  7. Sit, ut prius, Graris A, pondus mD, celericas rC = sC + + C; quod in
  8. aequale B celeritare sC praecedens directe impingat. Tanrundem eric (ictum
  9. quod spectat) acque Ei (Tublato utrobique communi sC.) Ferretur a celeritate
  10. EC, in B quiesceno, (per proP. S. Lusi. Adeoque (Det ProP. Placed.) retus
  11. Si duo CTarsa saa Celeritatibus utcunque Inaequatibus, ad con-
  12. trarias partes lata, sibi mutuo directe occurrant: Ictus aequipollet
  13. momento utriutris, Agoregato celeritatum lati.
  14. CIE Craris A, pondus m P, celeritas f rC (prOrSuM,) adeoque. momentum F18. 302.
  15. D. F Mr P C; _ huic aequalis B, celexIaS = SC (FetTOTTum,) adeogne mo-
  16. mentum =m sP C, licque r. F 5 = 2; alque incelligatur mr D C. momentum
  17. praepollens. Frit (Per PEOP. 4. hujus) veriusque deinceps celeriras C; ad.
  18. eoque mriutris momentum Z mr P C. ==m sZ C. Dexerdit itaque A, momentum
  19. mrZC = =mr Z C F Zm SP C = ZmY D C F =m SF C. = = M Z P C. EF Gra-
  20. ve B (PTOPIer A PraepOHeNS) dCDCrdIE EOFUIM TUUM MOENEUM FCErOETum M SPC.:
  21. scd eo acquirit momencum prortum Z mr PC -- =ms FC: Oux duo simit
  22. Sumpra CuncmsP C. = Zmr D C. = Z m SFC = Z mr Z C F Zm 5PC = = m Z FC
  23. Frgo, omnium RBgreSaTUM, n Z F C est (per prOP. 5. hujus) ictus magnicudo.
  24. Hloc elt momentum ponderis utriulris m P, celeritatum agoresato 2C. laci.
  25. eC3 iter. tCA 10
  26. Sit ut prius, craris A, pondus m P, celeritas rC (prortum;) et huic x
  27. qualis B, celettas. = sC (xetrortum;) Licque n.t 5 = 2 Incelligatur uerique
  28. conterrt bus communis clsteae S C prortum: D. Onde tiet celericas A
  29. SGDC 110C eltus teretur A, cele-
  30. ricate 2C. in B quielcens. Fricque ictus magnicudo (per prop. O. hujus) i Z PC
  31. m l. Fanculisu eta lctus in catu propolito, per prop. B. hrujus.
  32. 1eit LC. iite WC
  33. ROP. XIT
  34. Si Crare Motum, Crari quiescenti, uccunque inaequali, directe im
  35. pinsat: Frit Ietus magnicudo, ad momentum Crarismoti, ut qujes.
  36. centis pondus duplum ad ponderis ucriusque aggregatum.
  37. NIE Graris A mori, pondus m P, celeritas rC, adeoque momentum mr P C; Fiz. 300.
  38. D quod directe impingat in quiescens B, cujus pondus n P, (momentum, uE
  39. pore quielcentis, nullum.) Prit (per PEOP. 2. hujus) celericas deinceps uiriusque
  40. er
  41. m f C: Adeoque momentum A. (Proptex pondus m P,)
  42. n
  43. nI m DC;
  44. m L y
  45. momencum B (proprer pondus n P. d m f n P C. Deperdit ilaque A, mo.
  46. entum MY Z C - MY
  47. LmZC-
  48. Mnr
  49. m fn P C. Aeque cancundem (ut osten.
  50. tum est) acquirie B, (urpore cujus momentum prius nihil erat.) ErgO (Per
  51. M m m m in m
  52. PTOP.
  53. pC = sC = Z C; e celeritaS, B,

Cite

[Johannis Wallis S. T. D. Geometriae Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica] Johannis Wallis S. T. D. Geometriæ Professoris Saviliani, in Celeberrima Academia Oxoniensi; Opera Mathematica, fol. 1009. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/851387705:1029?run=74