Baliani, Giovanni Battista
,
De motv natvrali gravivm solidorvm et liqvidorvm
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">Datis duobus planis diverse inclinatis lon
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gitudinis notae; & nota diuturnitate gra
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vis moti super uno, reperire diuturnita
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tem si moveatur super alio.
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turnitas E plani AB.</
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">Fiat AF, paralella, & aequalis datae CD, in qua
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reperiatur punctum G quo perveniat grave,
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tempore quo in B
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, unde E est etiam diuturnitas
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spatij AG, quo dato, & spatio AF perquiratur
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eias diuturnitas, quae sit H
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, & dico H esse
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diuturnitatem quae grave descendit in CD.</
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Per 17. huius.</
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Per 9. huius.</
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">Quoniam E, H sunt diuturnitates gravium de
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scendentium in AG, seu AB, & AF, per con
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structionem, & AF est aequalis, & paralella
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datae CD per constructionem, sunt etiam E, H
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diuturnitates ipsarum AB, & CD
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, unde
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reperta est diuturnitas ipsius CD. </
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Per 3. pron.</
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