DelMonte, Guidubaldo
,
Mechanicorvm Liber
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Vt ſi diſtantia CB tripla ſit diſtantiæ CF, erit quoq; grauitas ip
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ſius G grauitatis ipſius D tripla, quod demonſtrare oportebat. </
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16
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Quinti.
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6
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Huius.
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">Alio quoq; modo ſtatera vti poſſumus, vt
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ponderum grauitates notæ reddantur. </
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">Sit ſcapus AB, cuius tru
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tina ſit in C; ſitq; ſtateræ ap
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pendiculum E, quod appen
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datur in A; ſint〈qué〉 pon
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dera DG inæqualia, quorum
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inter ſe ſe grauitatum propor
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tiones quærimus: appenda
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tur pondus D in B, ita vt ipſi
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E æqueponderet. </
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<
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">ſimiliter pondus G appendatur in F, quod ei
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dem ponderi E æqueponderet. </
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<
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">dico D ad G ita eſſe, vt CF ad
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CB. </
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">Quoniam enim pondera DE æqueponderant, erit D ad E,
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vt CA ad CB. </
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<
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">cùm autem pondera quoque GE æquepon
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derent, erit pondus E ad pondus G, vt FC ad CA; quare ex æqua
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li pondus D ad pondus G ita erit, vt CF ad CB. </
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<
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re quoq; oportebat. </
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6
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Primi Archim. de æquep.
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23
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Quinti.
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