Valerio, Luca
,
De centro gravitatis solidorvm libri tres
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PROPOSITIO IIII.
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<
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>Si conoidi parabolico figura circumſcribatur,
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& altera inſcribatur ex cylindris æqualium alti
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tudinum, binis circa communes axes ſegmenta
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axis conoidis, & inter eadem plana parallela, mi
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nimo circumſcriptorum ad nullum relato; omnia
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reſidua cylindrorum figuræ circumſcriptæ dem
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ptis figuræ inſcriptæ cylindris, & inter ſe, & mi
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nimo cylindro æqualia erunt. </
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>Sit conoidi parabolico ABC, cuius axis BD circum
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ſcripta figura ex quotcumque cylindris æqualium altitu
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dinum, quorum tres deinceps ſint EL minimus ſupremus,
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& GQ, IR, quorum baſes eodem ordine circuli, quorum
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ſemidiametri ad parabolæ, quæ figuram deſcribit diame
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trum BD ordi
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natim applicatæ
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ſint EF, GH, IK:
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& in duplos cre
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ſcentibus cylin
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dris circa
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axium duplos a
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xes BH, IK, HD,
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&
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c deinceps
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quotcumque plu
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res eſsent; ſit co
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noidi ABC in
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ſcripta figura ex cylindris æqualium altitudinum inter ſe, &
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circumſcriptis. </
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<
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dem plana parallela interijcientur, minimo EL ad nullum </
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