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nydus/Philosophiae Naturalis Principia MathematicaPublic
Page 133 of 473
Table of Contents

SECT. VII.

Figure for Cas. 2. and 3.

Cas. 2. Sin figura superior RPB Hyperbola est, describatur ad eandem diametrum principalem AB Hyperbola rectangula BD : & quoniam areæ CSP , CBfP , SPfB sunt ad areas CSD , CBED , SDEB , singulæ ad singulas, in data ratione altitudinum CP , CD ; & area SPfB proportionalis est tempori quo corpus P movebitur per

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