Valerio, Luca
,
De centro gravitatis solidorvm libri tres
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diametro ſectionis parallelæ inter ſe ſunt longi
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tudine, vt inter applicatas & contactum, vel ver
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ticem interiectæ inter ſe potentia. </
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<
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>Productis au
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tem dictis applicatis, erunt inter ſectionem & ba
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ſim interiectæ inter ſe longitudine, vt in circulo,
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vel ellipſe ad diametrum ordinatim applicatæ, ſe
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cantesque illam in eaſdem rationes, in quas aliæ
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prædictæ applicatæ ſecant baſim parabolæ, inter
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ſe potentia. </
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>Sit ſectio parabola ABC, cuius vertex B, diameter
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BD: & recta quadam BE ſectionem contingente in pun
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cto B, ſint quotcumque rectæ lineæ ex ſectione ordinatim
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ad BE contingentem applicatæ diametro BD ſectionis
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parallelæ FG, KH, quibus productis ſint ad baſim ſe
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ctionis applicatæ GN, KO. </
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<
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>Et expoſito primum circu
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lo, PQRS, cuius diametri ad rectos inter ſe angulos ſint
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QS, PR; ſecta autem QT in punctis V, X, in eaſ
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dem rationes, in quas ſecta eſt AD in punctis N, O,
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ſumpto ordine à punctis D, T, vt ſit DO ad ON, </
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