Archimedes
,
Archimedis De insidentibvs aqvae
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LIBER I.
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tanta ui ad ſuperius, quanto humidum habens molẽ æqualem cũ
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magnitudine eſt grauius magnitudine.</
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in qua a, grauitas b, humidi autem habentis molẽ æqualem cum a, gra-
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uitas b, g, demonſtrandum, quod magnitudo a, ubi preſſa in humidum
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refertur ad ſuperius tanta ui quanta est, grauitas g. </
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dam magnitudo, in qua d, habens grauitatem æqualem ipſi g. </
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autem ex utriſque magnitudinibus in quibus a, d, in eadem compoſita eſt le
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uior humido, eſt enim magnitudinis quidem ex utriuſque, grauitas autem
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humidi habentis molẽ æqualem cum a, grauitas eſt b, g, dimittatur igitur
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in bumidem magnitudo ex utriſque a, d, compoſita ad tantum demergetur
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donec tanta moles humidi, quantum eſt demerſum magnitudinis habeat
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grauitatem æqualem cum tota magnitudine, demonſtratum eſt hoc. </
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