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| a segment that joins the centers of the two bases of a cylinder |
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| a solid with two congruent parallel circular bases |
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| the intersection of two faces of a polyhedron |
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| a plane figure that can be made into a solid |
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| a solid enclosed by polygons |
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| a polyhedron with two congruent parallel polygon bases |
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| a prism with all faces that are rectangles |
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| point formed by 3 or more edges intersecting |
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| a prism whose bases are regular polygons |
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| a prism whose lateral edge is also the height of the prism |
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| a prism whose lateral edge is not parallel to the bases |
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| the height of each lateral face is called |
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| measure of region enclosed by the polygon |
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| all of the faces except one face intersect at a point called the vertex. the face that does not contain the vertex is called the base and is a polygonal region. the faces meeting at the vertex are called lateral faces and are triangular regions |
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Definition
| a solid with a circular base a vertex not contained in the same plane as the base and a lateral surface area composed of all points in the segments connecting the vertex to the edge of the base |
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| the face that does not contain the vertex |
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| in a prism or cylinder, a segment perpendicular to the bases with an endpoint in each plane |
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| when a plane intersects a sphere so that it contains the center of the sphere the intersection is called a great circle |
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| each great circle separates a sphere into two congruent halves |
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| in space, the set of all points that are a given distance from the center |
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| a measure of the amount of space enclosed by a 3-D figure |
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