Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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<
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altera Antecedens, altera Conſequens dicatur,
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tu ſic vtramque à conditione (vt Dialectici loquuntur)
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abſoluis, vt priorem ſenſum antecedenti tribuas, &
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poſter orem conſequenti; ac poſtquàm antecedens ex
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preſſiſti in linea (expreſſum priùs in triangulo, dum ex
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plicares priorem ſenſum) arguas non inferri ex eo legi
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timè conſequens, expreſſum iuxta poſteriorem. </
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<
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igitur tale facis Antecedens. </
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Acceleratio velocitatis in deſcenſu grauium per
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totam AC, ita continua ſucceßione creſcit, vt pri
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mùm in B acquiſitus ſupponatur vnus aliquis ve
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locitatis gradus, & vlteriùs procedente motu, &
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continuò increſcente celeritate duo iam in C velo
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citatis gradus habeantur.
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lile o arguuntur, nihil aliud dicere, videre
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me iubes, vtrum ex tali Antecedente, rectè inferatur
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tale Conſequens. </
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Ergo velocitas deſcenſus per totam AC ab initio ad fi
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nem, & ſecundum quaſlibet eius parteis conſiderata perpetuò
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dupla eſt eius velocitatis, qua idem graue per AB deſcen
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dit.
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<
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Aſſumptionis, & in illa cardo negotij verſetur, Ad
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moneo dumtaxat circa Antecedens videri loco
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Veloci
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tatis,
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reponendam voculam
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Motus,
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& te aut debuiſſe
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inſerere, aut ſaltem debere iam ſupponere aduerbium
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æquabiliter,
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aut
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vniformiter,
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proximè ipſum verbum
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creſcit,
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ſiue potius
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fit
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(niſi non
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velocitatis acceleratio,
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ſed
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velocitas
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ſimpliciter ſcribatur) itemque proxime vocem </
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