Newton, Isaac
,
Philosophia naturalis principia mathematica
,
1713
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Centro item
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C
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& intervallo quovis deſcribatur circulus
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nom
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ſe
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cans rectam
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CP
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in
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n,
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Rotæ perimetrum
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BP
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&c. </
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o,
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& Viam curvi
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lineam
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AP
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in
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m;
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centroque
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V
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& intervallo
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Vo
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deſcribatur circu
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lus ſecans
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VP
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productam in
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LIBER
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PRIMUS.</
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DE MOTU
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CORPORUM</
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>Quoniam Rota eundo ſemper revolvitur circa punctum con
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tactus
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B,
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manifeſtum eſt quod recta
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BP
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perpendicularis eſt ad
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lineam illam curvam
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AP
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quam Rotæ punctum
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P
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deſcribit, atque
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adeo quod recta
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VP
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tanget hanc curvam in puncto
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P.
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Circuli
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nom
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radius ſenſim auctus vel diminutus æquetur tandem diſtantiæ
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CP
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; &, ob ſimilitudinem Figuræ evaneſcentis
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Pnomq
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& Figuræ
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PFGVI,
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ratio ultima lineolarum evaneſcentium
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Pm, Pn, Po, Pq,
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