DelMonte, Guidubaldo
,
Mechanicorvm Liber
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<
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">Quòd ſi, vt in tertia figura
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funis in O protrahatur; per
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aliumq; circumducatur orbi
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culum, cuius centrum Q; qui
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deinde in R trochleæ relige
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tur inferiori; erit potentia in
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G ponderis ſubſeptupla. </
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<
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">atq;
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ita in infinitum procedendo
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proportio potentiæ ad pon
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dus quotcunq; ſubmulti
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plex inueniri poterit. </
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<
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">dein
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de ſemper oſtendetur vt in
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præcedentibus; ſi potentia
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pondus ſuſtinens fuerit, vel
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ſubquadrupla, vel ſubquitu
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pla, vel quouis alio modo ſe
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habebit ad pondus; ſimiliter
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vnumquemque funem, vel
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quartam, vel quintam, vel
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quamuis aliam partem ſuſti
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nere ponderis, quemadmo
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dum potentia ipſa; funes e
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nim idem efficiunt, ac ſi tot
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eſſent potentiæ: orbiculi ve
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rò, ac ſi tot eſſent vectes. </
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8
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Huius.
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Ex
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6
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huius
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huius
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Huius
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<
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eſt alligatum pondus, efficere, vt pondus mino</
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