Full text: Angeli, Stefano: Miscellaneum Hyperbolicum et Parabolicum

R E; nempe ad ſemifuſum parabolicum. His datis
dabitur etiam ratio illorum ſolidorum ad inuicem; & conſequenter centrum æquilibrij ſemiparabolæ
E R B, in E B; & conſequenter centrum grauitatis
parabolæ R B A, in diametro B E.

84.1.

0162-01

Sed hic notetur, parabolas inſeruientes inuentio-
ni centri grauitatis infinitarum parabolarum, non
eſſe omnes, ſed illas dumtaxat, quarum exponentes
ſunt numeri pares; quia hæ dumtaxat inſeruiunt in-

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