Volume of Frustum of a Pyramid

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Diagram used to prove the theorem: “The volume of the frustum of a pyramid (cone) is equal to the sum of three pyramids (cones) whose common altitude is the altitude of the frustum and whose bases are respectively the upper base, the lower base, and a mean proportional between them.”

Keywords

pyramid, volume, pyramids, solid, frustum, solids, mean proportional, frustums

Galleries

Geometric Theorems and Proofs

Source

Arthur Latham Baker The Elements of Solid Geometr with Numerous Exercises (Boston, MA: Ginn & Company, 1893)

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