DelMonte, Guidubaldo
,
Mechanicorvm Liber
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<
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">Si verò funis in B circumuoluatur al
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teri orbiculo, qui deinde trochleæ in
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feriori religetur; erit potentia in O
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ſuſtinens pondus A ſubquintupla pon
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deris. </
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<
s
id
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">& ſi in O ſit potentia mouens
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pondus A; ſimiliter demonſtrabitur
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ſpatium potentiæ in O quintuplum eſ
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ſe ſpatii ponderis A.
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<
s
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">Et ſi funis ita circa orbiculos apte
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tur, vt potentia in O ſuſtinens pon
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dus ſit ponderis ſubſextupla; & loco
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potentiæ ſuſtinentis ponatur in O po
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tentia mouens pondus: eodem modo
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oſtendetur ſpatium potentiæ ſextu
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plum eſſe ſpatii ponderis moti. </
s
>
<
s
id
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">& ſic
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procedendo in infinitum proportiones
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ſpatii potentiæ ad ſpatium ponderis
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moti quotcunq; multiplices inuenien
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tur. </
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9
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Huius.
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<
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">COROLLARIVM I. </
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<
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id
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">Ex his manifeſtum eſt ita ſe habere pondus
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ad potentiam ipſum ſuſtinentem, ſicuti ſpatium
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potentiæ mouentis ad ſpatium ponderis moti. </
s
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</
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<
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">Vt ſi pondus A quintuplum ſit potentiæ in O pondus A ſuſti
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nentis; erit & ſpatium OP potentiæ pondus mouentis quintuplum
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ſpatii
<
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grc
">αβ</
foreign
>
ponderis moti. </
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</
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</
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