DelMonte, Guidubaldo
,
Mechanicorvm Liber
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<
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">Et ſi funis in F circa alios duos
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voluatur orbiculos, quorum cen
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tra ſint HK, qui deinde religetur
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in L; erit proportio ponderis ad
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potentiam ſeſquialtera. </
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">Si enim quatuor eſſent potentiæ
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note277
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in MNOI, eſſet vnaquæq; ſubſeſ
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cupla ponderis C, quare quatuor
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ſimul potentiæ in MNOI qua
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tuor ſextæ erunt ponderis C. </
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<
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id
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quoniam duæ ſimul potentiæ in
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HD quatuor potentiis in MNOI
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ſunt æquales; & potentia in G æ
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qualis eſt potentiis in DH: erit
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potentia in G quatuor ſimul po
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tentiis in MNOI æqualis; & ob
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id quatuor ſextæ erit ponderis C. </
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<
lb
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proportio igitur ponderis C ad po
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tentiam in G ſeſquialtera eſt. </
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Ex
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9
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huius
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<
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">Et ſi in G ſit potentia mouens,
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/>
ſimili modo oſtendetur ſpatium
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potentiæ ſpatii ponderis ſeſquialte
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rum eſſe.
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<
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">Et ſi funis in L adhuc circa duos
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alios orbiculos reuoluatur ſimi
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liter oſtendetur proportionem
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ponderis ad potentiam ſeſqui
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tertiam eſſe. </
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>
<
s
id
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">quòd ſi in G ſit
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potentia mouens, oſtende
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tur ſpatium potentiæ ſpatii ponde
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ris ſeſquitertium eſſe, atq; ita dein
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ceps in infinitum procedendo,
<
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/>
quamcunq; proportionem ponderis ad potentiam ſuperparticula
<
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/>
rem inueniemus ſemperq; reperiemus ita eſſe pondus ad poten
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tiam pondus ſuſtinentem, vt ſpatium potentiæ mouentis ad ſpa
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tium ponderis à potentia moti. </
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