DelMonte, Guidubaldo
,
In duos Archimedis aequeponderantium libros Paraphrasis : scholijs illustrata
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prima lem
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ma in
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13.
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primi bui^{9}.
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4.
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primi
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huius.
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ex
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pri
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mi huius.
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8.
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quinti.
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8.
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quinti.
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8.
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quinti.
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<
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In fine primæ demonſtrationis in vltima concluſione
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do</
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inquit Archimedes.
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Quare totius portionis centrum propinquius
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eſt vertici portionis,
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trianguli planè in ſcripti
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Gra cus codexita ſe
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habet
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τμάματος, ἤ τοῦ ἐγγ<10>αφομένου τ<10>ιγώνου γνω<10>ίμως</
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. verbaquè
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malè in
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terpoſita ſunt, nullumquè cum alijs rectum ſenſum habent,
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quare horum loco ponerem
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, vt ſenſus ſit,
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τοῦ τμάματος</
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, &c. </
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*</
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<
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">Obſeruandum autem occurrit in demonſtrationibus, ab
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Archimede allatis; quòd in prima demonſtratione ſupponit
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Archimedes, HFGI eſſe parallelogrammum. </
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rallelogrammum, neceſſe eſt ſupponere centra grauitatis HI
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ſecare lineas KF LG in partes inuicem proportionales. </
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tamen ſupponi poſſe minimè videtur. </
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poſtulato obijceret, centragrauitatis in æqualibus, ſimilibuſ
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què figuris eſſe æqualiter poſita; admitti quidem poteſt; </
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