Archimedes
,
Archimedis De iis qvae vehvntvr in aqva libri dvo
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da figura, & </
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<
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dri portionibus, ſicuti dictum eſt, ita ut exceſſus, quo figu-
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ra circumſcripta inſcriptam ſuperat, ſit ſolido g minor.
<
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</
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<
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xml:space
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">Itaque centrum grauitatis cylindri, uel cylindri portionis
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q r eſt in linea p o; </
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<
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xml:space
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">cylindri, uel cylindri portionis st cen-
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trum in linea on; </
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xml:space
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xml:space
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">y z in m b; </
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xml:space
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in 1k; </
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xml:space
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">λ μ in K h; </
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<
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">denique ν π centrum in h d. </
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<
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xml:space
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ræ inſcriptæ centrum eſt in linea p d. </
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cta ρ e protendatur, ut cum linea, quæ à pũctoc ducta fue-
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rit axi æquidiſtans, conueniat in σ. </
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ad d f: </
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">conus, ſeu coni portio ad exceſſum, quo circum-
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ſcripta figura inſcriptam ſuperat, habebit maiorem pro-
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portionem, quàm σ ζ ad ρ e. </
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<
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intra ipſius ſuperficiem comprehenditur, multo maiorem
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proportionem habebit. </
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