Valerio, Luca, De centro gravitatis solidorum, 1604

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1cylindrica, abſciſſo, vel abſciſſa vnà cum portio­
ne, à cylindro, vel portione cylindrica, ſphæræ, vel
ſphæroidi circa eius axim axi portionis congruen­
tem
circumſcripta; in eo puncto, in quo axis portio
nis ſic diuiditur, vt pars prima, & ſecunda ſectione
terminata ſit ad eam, quæ prima & poſtrema ſe­
ctione terminatur, vt ſolidum rectangulum ex axe
portionis, & reliquo ſegmento axis ſphæræ, vel
ſphæroidis axi portionis congruentis, & eo, quod
ſphæræ, vel ſphæroidis, & baſis portionis centra
iungit, vnà cum binis tertijs duorum cuborum; &
eius, qui à ſphæræ, vel ſphæroidis axis fit dimi­
dio: & eius, qui ab ea, quæ ſphæræ, vel ſphæroidis,
& baſis portionis centra iungit; ad ſolidum rectan
gulum, quod duobus ſphæræ, vel ſphæroidis præ­
dicti axis dimidijs, & axe portionis continetur.
181[Figure 181]
Sit ſphæræ, vel ſphæ
roidis, cuius centrum
E maior portio ABC,
cuius axis BD, baſis
circulus, vel ellipſis, cu
ius diameter AC: &
circa axem BD ſtet
cylindrus, vel portio
cylindrica KL, abſciſ
ſa eodem plano cum
portione ABC, ex cy­
lindro, vel portione cy
lindrica, ſphæræ, vel
ſphæroidi ABCR circa eius axim BDR circumſcripta,

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