DelMonte, Guidubaldo, In duos Archimedis aequeponderantium libros Paraphrasis : scholijs illustrata

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1AB communis menſura in grauitate, ita vt ſit æ〈que〉grauis vni­
cui〈que〉 parti OPQR, quæ quidem, & ſi non ſint magnitu­
dine inter ſe ęquales, ſufficit, vt ſint æ〈que〉graues: veluti magni

tudines quo〈que〉 STVX inter ſe, ipſis〈que〉; OPQR tantùm ę〈que〉
graues; ita ut vnaquæ〈que〉 ponderet, vt IIII. veluti etiam par
tes ipſius B, & vnaquæ〈que〉 ZM. hiſquè ita poſitis demonſtra
tio rectè concludet.
46[Figure 46]
In hacverò ſeptima Archimedis propoſitione in­
telligantur magnitudines kMC incommenſurabiles graui­
tate, vt in eius figura grauitas ipſius C ponderet, vt XII. gra
uitas verò ipſius KM maior ſit, quàm XX. ita vthę graui­
tates ſint in commenſurabiles.
auferaturquè grauitas exceſſus
HL, quæ ſit vt IIII. ita vt quæ relinquiturgrauitas, ipſius nen­
KH, quę quidem maior eſt, quàm XVI, in F poſita, gra
uitati ipſius C, quæ eſt XII, in D poſitæ æ〈que〉ponderet,
Auferatur deinde NL minor exceſſu HL; cuius quidem gra
uitas ſit maior, quàm II. ita vt grauitas reſidui KN, quæ
nimirum ſit XVIII, ſit commenſurabilis grauitati
XII. ipſius C. & quamuis magnitudines KM C, & KN C ſint,
vel non ſint inter ſe magnitudine commenſurabiles, vel

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