[Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta, fol. 595
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: 0.89.
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The machine reads it as
- LIB. V. DE RESISTEHTIA CORPORIM.
- rectanguli FK; ex paraboIa ECD, parabola, CuIUS MOMENEMIM, F4-
- rectanguli FC; ioieur ve Ea hahor
- rectangulum EG, ad FR, _EA,
- ita se habet parabola FGD, ad pa-
- rabolaS FKL, _E AC; hoc poL1 -
- to, dico, momenta, aduersis ba-
- Ses, CA, DE esse in rarione cOI-
- polica ponderum, Ceu parabola-
- eum, F AC, F. CiD, Ceu rectangulo-
- rUM P A, F.C; relistentiarum, per-
- inucando; id est F D, FC, _ distan-
- EIAEUM FC, ED; igicuE cum cOm-
- Polca relistenciarum ED, FC, dc
- distantiarum E.C, FD, perfectam Fa-
- ciac aegualicacem; nempe momen-
- Eum, lacione distancia, OIninO COm-
- Penlac momeneum, ratione re(EsteM-
- rix; luperest tantum rario ponde-
- rum, vel rectangulorum, FA, F. C;
- ve aucem reducas ad calculos; CIC
- FC quadrupla FD; rectangulum
- F.C, est Tuboccuplum rectanguli
- E: A, isicur parabola F CD, Cuboctu-
- pla FAC; isicur pondus, e mo-
- MENCU F. GD. Cuboctuplum pon-
- deris, _E MOenEI RAC; idem de-
- monstrari porest de ba(I L. K, 8 de
- omni alia: FhinC momentum Para-
- Bolae E. AC, ratione proprii ponde-
- ris, ad momeneum rectanguli F A,
- detiniri porelt, COgniTO CCHETO SL2-
- vicaris parabola, e Pemiparabola;
- Cc enim v. 8. in R; dCIMIEEAEUE
- RS, perinde se habet momeneum
- parabola EAC, FatiOne pFoprii
- ponderis, aduersiis batim AC, ac-
- que li puncto S, appenderetur Pon-
- dus T. aquale ponderi F AC; _
- momencum rectanguli F. A perinde
- Se habet, acque ( puncto L, appen-
- derecur pondus V, aquale F A; sed
- AOIIEHEA PONdCLU EA, E AC, CunE
- tiine peoorii ponderis, adcegnor
- momencum rectanguli, luh eadem
- bali: li vero pondus appensum, cum
- proprio coniungatur, procede, ve
- Lupra, in componenda MMOTeHCO-
- rum ratione. Denique (i coniun-
- Dantur mulca plana parabolica,
- aequalia, E AC, hrabebitur Colidum
- parabolicum, in quo crune caedem
- Prorsus momentorum rationes;
- illius habes adumbeacionem in
- A9. 41.
- Sexto, C aTTuriacur aliud planum
- paTabOliCL CONCALUM, APE, Cn-
- IUS BaLIS FE, METO aHIXa HC, ee ap -
- pendatur pondus in A, nulla lra-
- bica proprii ponderis racione, mo-
- MeNEA CrunE in ratione compolia
- Lelestenciarum permucando, de di-
- Panciarum v. 3. GinE balOS FF, HIC,
- momenta Cune in compolica diston.
- TIACUM FA, EIA, e reliscenciarum.
- permurando: Binc MOenEa CrCI
- CUInE verses A; in hoc non es dif-
- Scultas: I vero proprii ponderis
- PaLIO LRHEIIIM CONSIdCTCEUF, IMONIen-
- Ca Cune in compolica, ponderum, di-
- Ptanciarum, e relictentiarum, per-
- utando; v. 8. Sinc bales FF; CFL
- Sc Pacio ponderum =. nempe it2
- Se habenE AFE, AFIG; SE Facio di-
- stanciarum =. CE rario relistenria-
- rum permutando =. compolica crie
- 24 Vel =. IBITUX MOIENEUM AFF,
- aduersus balim FF, est ad momen-
- cum, AFTO, adversus balim CFL, ve
- 2. 2d 3. isieur creleie momencum,
- versus A.
- Septimo, E vero considererne
- planum parabolicum ALD, cuius Fio. 450
- vertex est A, axis AD, muro atH - Fab. 20
- in carione composica ponderum Xus; DE applicaca, horizonci pa-
- V, T, ee distantiarum LC, SC, ve rallela; lirque pondus appenlum
- Paiec ex dicis: Hinc porest dari in L, nulla habica ratione proprii
- Pondc
Cite
[Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta, fol. 595. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/779782283:0681?run=74