Archimedes
,
Archimedis De iis qvae vehvntvr in aqva libri dvo
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DE IIS QVAE VEH. IN AQVA.
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DE IIS QVAE VEH. IN AQVA.
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& </
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<
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ducatur con
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tingẽs ſectio
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nẽin o, quæ
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ipſi s l æqui-
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diſtet; </
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<
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tem æquidi-
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ſtet p f: </
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<
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mum ipſam
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k ω ſecet, at-
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/>
quein pũcto
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/>
i ſimiliter ut
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/>
in ſuperiori-
<
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/>
bus demonſtrabitur no, uel ſeſquialtera ipſius oi, uel
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maior, quàm ſeſquialtera. </
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<
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">Sit autem o i minor, quam du-
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pla ipſius in: </
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>
<
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>
<
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">o b dupla b n: </
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">& </
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<
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">diſponantur eadem,
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quæſupra. </
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<
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">Similiter demonſtrabimus, ſi ducatur linea r t,
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facere eam angulos rectos cum linea c o, & </
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<
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">cum ſuperficie
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humidi. </
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<
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">quare à punctis b g lineæ ductæipſi r t æquidiſtã
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tes, etiã ad humidi ſuperfi-
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type
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ciẽ perpẽdiculares erunt.
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</
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<
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">portio igitur quæ eſt extra
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humidũ deorſum feretur
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ſecundum eam perpendi-
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cularem, quæ per b tran-
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ſit; </
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<
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">quæ uero intra humi-
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dum ſecundum eam, quæ
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per g ſurſum ſeretur. </
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<
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quibus conſtat reuolui ſo-
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lidum, ita ut baſis ipſius
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nullo modo humidi ſuper
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ficiem contingat: </
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<
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niam nuncin uno puncto
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contingens deorſum fer-</
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