Ceva, Giovanni
,
Geometria motus
,
1692
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vocabimus imaginem iuxta geneſim BADI motus ab
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A in D. </
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Tab.
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1.
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Fig.
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3.</
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Corollarium.
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Patet, cum motus ſunt æquabiles, geneſes, & imagines figu
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ras eße parallelogrammas.
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DEF. IV.
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Tab.
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1.
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Fig.
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4.</
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">SI ſint duæ geneſes, aut imagines ABCD, FEG, ita vt
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cum geneſes ſint, habeat AB ad FE eandem rationem,
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quam velocitas in A ad velocitatem in F, & cum imagines
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velocitatum, quarum tempora AD, FG, velocitas, quam
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habet mobile inſtanti A ad velocitatem alterius mobilis
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inſtanti F, ſit vt AB ad FE, & demum ipſis figuris vt imagi
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nibus temporum conſideratis habeat velocitas in A ad
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velocitatem in F rationem eandem, quam AB ad FE, vo
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cabuntur tum geneſes illæ, cum imagines inter ſe homo
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geneæ. </
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DEF. V.
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">EAm planam Figuram, in qua ductæ quotcunque
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ęquidiſtantes eò deinceps decreſcunt, quò ad idem
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extremum propiores fiunt, acuminatam nuncupabimus. </
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DEF. VI. AX. I.
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">INter maximam, & minimam eiuſdem imaginis veloci
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tatem cadit quædam media, qua tantùm velocitate, ſi
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conciperetur motus æquabilis, nihilominùs eodem tem
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pore idem ſpatium curreretur, ac iuxta imaginem propoſi
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tam: eam ergo mediam velocitatem dicimus propoſitæ
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imaginis æquatricem. </
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