Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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Nam in librili primi modi cum obliquatur C F perpendiculum li
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brilis, quod ipſum perpetuò bifariam ſecat, digreditur à perpendicu
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lari intellecta, quam ſecat
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in centro, ſicque triangu
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lum conſtituit comprehen
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dens aliquam partem al
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terutrius brachij nempe F
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C E, vel R C F, quæ ſic
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detracta vni, & alteri ad
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dita, reddit hoc à quo de
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trahitur minus, & eius
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detractæ partis duplo alte
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rum
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brachiũ
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maius. </
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que hic modus conuenit
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ſenſui Ariſtotelis, vt qui
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eo vſurus ſit capite ſequen
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ti in problemate de vecte.
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det cauſæ iam dictæ ex
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proprietate circuli, quate
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nus eius radij breuiores
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ſunt aut longiores, & pro
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pter iſtam inæqualitatem
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tardiores aut velociores.
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In librili vero ſecundi
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modi res erit adhuc aper
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tior. </
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& interuallo L K circu
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lus deſcribatur, & K
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ſit in P propter vim
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allatam: tum L K per
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pendicularis intellecta pro
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ducta ſecabit brachium
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P H, id eſt K H, vt in
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M: ſicque P M accreſcet pro longitudine ideo & grauitate ad
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P G, redibit igitur G P M.
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