Valerio, Luca
,
De centro gravitatis solidorvm libri tres
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PROPOSITIO VIII.
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>Si ſint tres magnitudines ſe ſe æqualiter exce
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dentes; & aliæ eiuſdem generis illis multitudine
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æquales, binæque ſumptæ in duplicata primarum
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proportione; erit vtriuſque ordinis minor pro
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portio compoſitæ ex primis ad compoſitam ex ſe
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cundis, quam compoſitæ ex ſecundis ad compoſi
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tam ex tertijs. </
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>Sint tres magnitudines A, B, C, quarum C maxima
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æque ſuperet B, atque
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B, ipſam A. & totidem
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eiuſdem generis D, E,
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F, ſitque F ad E du
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plicata proportio ipſius
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C ad B: & E ad D,
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duplicata ipſius B ad
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A. </
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>Dico AD, ſimul
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ad BE, ſimul mino
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tem eſſe proportionem
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quam BE, ſimul ad
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CF, ſimul. </
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recta quæpiam GH,
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ad aliam rectam ſibi in
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directum poſitam HK,
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vt magnitudo A ad ip
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ſius F duplam (hoc
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enim fieri poteſt) &
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ſuper baſim GK; conſtituatur triangulum GLK, atque
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in eo deſcribatur parallelogrammum GHMN: & vt eſt </
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