Ghetaldi, Marino
,
Marini Ghetaldi Promotvs Archimedis sev de varijs corporum generibus grauitate & magnitudine comparatis
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est 22 {57/100}. </
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">proxìmũ vero indicabit quæſitum latus cubi ex aqua.</
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">Neque diſſimili ratione inuenietur magnitudo olei, aut ar-
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genti viui, aut cuiuſcumque generis liquidi grauitatem habĕ-
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tis propoſito corpori ſolido æqualem, ſed quomodo inuenien-
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da ſit grauitas argenti viui magnitudinem habentis æqualem
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corpori ſolido, docebimus poſt exemplum propoſitionis de-
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cimæ quartæ.</
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">P Ropoſitis duobus corporibus æque grauibus, vno ſo
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lido, altero liquido, data liquidi corporis magnitu-
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dine, magnitudinem ſolidi inuenire.</
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quæ grauia, A, quidem ſolidum, B,
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vero liquidum, ſit autem liquidi B;
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</
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">data magnitudo F, & </
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A, magnitudinem inuenire. </
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tur aliquod corpus ſolidum D, eiuſdĕ
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generis cum corpore ſolido A, cuius
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grauitas ſit G, deinde liquidi quod ſit
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E, eiuſdem generis cum corpore liqui
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do B, magnitudinem æ qualem haben-
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tis ſolido D, inueniatur
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quæ ſit H, & </
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uitatem H, ita F, magnitudo, ad aliam magnitudinem, quæ ſit C;
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</
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<
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">quoniam igitur ſunt quatuor corpora D, E, A, B, quorum primum D,
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& </
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">ſecundum E, ſunt magnitudine æqualia, tertium vero A, & </
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B, æquæ grauia, & </
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da E, B, erit vt grauitas G, ad grauitatem H, ita F, magnitudo ad
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gnitudinem ſolidi A, ſed vt grauitas G, ad grauitatem H, ita eſt ma-
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gnitudo F, ad C, magnitudinem, ergo magnitudo C, æqualis erit ma-
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gnitudini corporis ſolidi A, inuenta igitur eſt corporis folidi A, ma-
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gnitudo C, quod erat faciendum.</
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<
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">Q Vod ſi propoſita duo corpora æque grauia A, B, fue
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rint regularia vtpote ſphærica, fuerit autem </
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