Valerio, Luca
,
De centro gravitatis solidorum
,
1604
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metri ſphæræ ad prædictum ſegmentum, vnà cum
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ſubſeſquialtera reliqui ſegmenti, ad axim por
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tionis. </
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>Sit maior portio ABC ſphæræ, cuius centrum D, dia
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meter KH, axis autem portionis ſit BE, baſis circulus,
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cuius diameter AC, & ſit axis BE primum bifariam ſe
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ctus in puncto G: ſumptaque ipſius BD, quarta parte
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BP, itemque ipſius DE quarta parte EN, ſecetur inter
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iecta PN, ita in puncto F, vt NF, ad FP, ſit vt cubus ex
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BD ad cubum ex DE; punctum igitur F, ex præcedenti
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corollario erit centrum grauitatis reliqui ex cylindro LM
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portioni ABC, vt in antecedenti circumſcripto. </
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niam igitur & prædicti reſidui, ex antecedenti, & cylindri
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LM, centra grauitatis ſunt in axe BE, erit & portionis
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ABC in axe BE centrum grauitatis, quod ſit S: manife
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ſtum eſt igitur punctum S, cadere ſupra centrum D, in li
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nea BD, minori ablata ſphæræ portione, cuius baſis cir-</
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