Solid Geometry

Cover Solid Geometry
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4. . '. ABDC is a circle and C is its center.
§ 165, def. O 447. Definitions. A great cii^cle of a sphere is a circle passing through its center ; a small circle, one not passing through its center.
Corollaries. 1. The line determined hy the center of a sphere and the center of any small circle of that sphere is perpendicular to that circle.
For the line OC from the center of the sphere perpendicular to the circle has been proved to coincide with the line determined by the center of the circle
...and the center of the sphere, and there is only one line from the center of the sphere perpendicular to the circle.
328 SOLID GEOMETRY. [Bk. VIII.
2. Of two circles of a sphere, the first is greater than, equal to, or less than, the second, according as its distance from the center is less than, equal to, or greater than, that of the second.
For AO^ = r- - OC- ; . -. The smaller OC, the greater AC, etc.
3. A great circle has the same center and radius as the sphere itself ; hence all great circles of a given sphere are equal.


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