Valerio, Luca
,
De centro gravitatis solidorum
,
1604
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rem baſim quarta parte reliqui ſegmenti axis eo
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rum, quæ à centro ſphæræ fiunt: Deinde recta
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inter has quartas partes interiecta ita diuiſa, vt
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pars maiori baſi propinquior ſit ad reliquam vt
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cubus ſegmenti axis inter ſphæræ centrum, & mi
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norem baſim, ad cubum eius, quod inter ſphæræ
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centrum, & maiorem baſim portionis interijci
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tur; in eo puncto, in quo ſegmentum axis centro
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ſphæræ, & penultima ſectione terminatum ſic di
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uiditur, vt pars quæ penultima, & prima ſectione
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terminatur ſit ad totam vltima, & penultima ſe
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ctione terminatam, vt ad axim portionis eſt exceſ
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ſus, quo idem axis portionis ſuperat
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partem
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compoſitæ ex duabus minoribus extremis, maio
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ribus poſitis duobus axis ſegmentis, quæ fiunt à
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centro ſphæræ in rationibus ſemidiametri ſphæ
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ræ ad prædicta ſegmenta. </
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<
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duobus planis parallelis centrum G intercipien
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ibus, & </
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