Ceva, Giovanni
,
Geometria motus
,
1692
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I.
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PROP. IV. THEOR. IV.
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<
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tur ex ratione ſpatiorum, & ex reciproca æquatri
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cum. </
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ex ratione temporum,
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& ex ea velocitatum æquatricum, ſequitur per prædictum
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Lemma, quòd tempora nectantur ex rationibus ſpatiorum,
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& reciproca æquatricum. </
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Pr.
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3.
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huius.
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Corollarium.
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Manifeſtum eſt ſpatia, vel æquatrices velocitates, ſi ſint
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æquales, eſſe tempora in reliqua ratione reciproca æquatri
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cum, vel ſpatiorum non reciproca.
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PROP. V. THEOR. V.
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ſpatiorum, & reciproca temporum. </
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velocitatum æquatricum, manifeſtum eſt ex eodem Lem
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mate, velocitates ipſas necti ex rationibus ſpatiorum, &
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reciproca temporum. </
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Corollarium.
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Deducitur, æquatrices velocitates eſſe vt tempora reciprocè
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ſumpta, vel vt ſpatia, ſi altera ratio fuerit æqualitatis.
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D. </
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Tab.
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2.
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Fig.
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2.</
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<
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">SI in geneſibus homogeneis AEC, GFK exiſtente AB
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ad BC ſicut GI ad IK, habeat AE ad BD eandem ra-</
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