Baliani, Giovanni Battista
,
De motv natvrali gravivm solidorvm et liqvidorvm
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">Dato plano inclinato, super quo per spatium
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datum grave moveatur nota diuturnitate;
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& dato alio spatio quocumque; reperire
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diuturnitatem, qua grave per ipsum de
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scendat.
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">Sit Nota diuturnitas gravis B, dum descendit
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in C super plano inclinato BC, & dato alio
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spatio BG.</
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">Quaerendum quanta sit diuturnitas gravis in BG.</
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">Intelligatur BC diuturnitas ipsius BC, & fiat
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BH, media inter BC, & BG, quae erit diu
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turnitas quaesita.</
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">Quoniam BC, & BG sunt in duplicata ratio
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ne diuturnitatum BC, & BH, per constructio
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nem; per ipsa cadunt gravia diuturnitatibus
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BC, BH,
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unde BH est diuturnitas per spa
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tium BG quaesita. </
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Per 7. huius.</
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