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GEOMETRY/TRIGONOMETRY 2 Name _______________________ V pyramid: a solid that has only one base. vertex: the point where all the lateral faces intersect. lateral faces: are ___________________ . lateral edges: the segments where lateral faces intersect. P T Q S R altitude: a _________________ segment from the vertex to the base. height (h): the length of an _________________. regular pyramid: has a regular polygon as its base. All lateral faces are __________________ triangles. __________________(l): the length of the altitude of the triangle that is a lateral face. All lateral edges are ___________________. The altitude of the pyramid meets the base at its _______________. Theorem 12-3: The lateral area of a regular pyramid equals half the perimeter of the base times the slant height. L.A. = ________ The total area of a regular pyramid equals the lateral area (L.A.) plus the area of its base (B). T.A. = ________ Theorem 12-2: The volume of a regular pyramid equals one third the area of a base times the height of the pyramid. V = ________ Exercises 1-4 refer to regular square pyramids. Complete the table. 1) height 8 slant height (l) 10 b.e. 2) 3) 17 15 16 12 l.e. 4) 10 13 5) Find (a) the lateral area, (b) the total area, and (c) the volume of the regular square pyramid. 12 10 a) L.A. = _______________________ b) T.A. = _______________________ c) V = _______________________