DelMonte, Guidubaldo
,
In duos Archimedis aequeponderantium libros Paraphrasis : scholijs illustrata
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quales eſſent ſpacio K. Rurſus planè adhuc inſ cribatur in
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portione ABC nonagonum, deinde altera figura, idquè ſem
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per fiat, donec circumrelictę portiones ſimul ſint ſpacio K
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minores. </
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A</
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<
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">Duabus portionibus ſimilibus recta linea, re
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ctanguliquè coni ſectione contentis, centra gra
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uitatum diametros in eadem proportione diſpe
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ſcunt. </
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Sint duæ portiones, quales dictæ ſunt ABC EFG. quarum diame
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tri BD FH. ſitquè portionis ABC centrum grauitatis punctum K.
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ipſius verò EFG punctum L. Demonstrandum est, puncta
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k
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L in
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eadem proportione diametros diuidere,
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ita vt BK ad KD ſit, vt FL </
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