DelMonte, Guidubaldo
,
Mechanicorvm Liber
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pondus proportionem
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multipticem
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ſuperpartientem in ueniemus. </
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& vt in cæteris reperiemus ita eſſe pondus ad potentiam pondus
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ſuſtinentem, vt ſpatium potentiæ mouentis ad ſpatium pon
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deris. </
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Ex
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9
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huius Ex
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17
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huius.
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<
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">Notandum autem eſt, quòd cùm in præcedentibus
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demoſtratio
">demonstratio</
expan
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<
lb
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nibus ſæpius dictum fuerit, potentiam pondus ſuſtinentem ipſius
<
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ponderis duplam eſſe, vel triplam, & huiuſmodi; vt in decima
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quinta huius oſtenſum eſt; quia tamen potentia non ſolum pon
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dus, verùm etiam trochleam ſuſtinet; idcirco maioris longè vir
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tutis, maioriſq; ipſi ponderi proportionis conſtituenda videtur
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ipſa potentia. </
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<
s
id
="
id.2.1.211.1.1.2.0
">quod quidem verum eſt, ſi etiam trochleæ graui
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tatem conſiderare voluerimus. </
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>
<
s
id
="
id.2.1.211.1.1.3.0
">ſed quoniam inter potentiam, &
<
lb
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pondus proportionem quærimus: ideo hanc trochleæ grauitatem
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lb
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ommiſimus, quam ſiquis etiam conſiderare voluerit, vim ipſi po
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tentiæ æqualem trochleæ addere poterit. </
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<
s
id
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id.2.1.211.1.1.4.0
">Quod ipſum etiam in
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fune obſeruari poterit. </
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<
s
id
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id.2.1.211.1.1.5.0
">& ſicut hoc in decimaquinta conſideraui
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mus, idem quoq; in reliquis aliis conſiderare poterimus. </
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