Baliani, Giovanni Battista
,
De motv natvrali gravivm solidorvm et liqvidorvm
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<
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<
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">In circulo Orthogonaliter erecto, si a sum
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mitate ad puncta peripheriae ducantur pla
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na, quo tempore grave perpendiculariter
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inde pervenit ad planum orizontale; si de
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scendat per dicta plana, eodem perveniet
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respective ad quodlibet dictorum puncto
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rum peripheriae.
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type
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proof
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<
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id
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">Sit circulus cuius centrum B, & diameter AC
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erectus super plano orizontali GC, & in eo
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ducta sint plana declinantia a puncto A ad
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puncta peripheriae DEF, & descendant gravia
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super dicta plana, & perpendiculariter.</
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">Dico quod eodem tempore pervenient ad, D, E, F, C.</
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">Ducantur DC, EC, FC.</
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<
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id
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">Quoniam puncta praedicta sunt ea, in quae cadunt
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perpendicularia ducta a puncto C in AD, AE,
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AF
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, eo perveniunt gravia eodem tempore
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quo in C
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. </
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">Quod probandum fuit.</
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Per 30. Tertij.</
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Per 16. huius.</
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