Volumes of Cones and pyramid intro

In geometry, the volume of a solid of revolution is a concept which arose in the 17th century. It is the analogue of the area of a surface of revolution. The formula for the volume of a solid of revolution is derived from the formula for the area of a surface of revolution. The volume of a solid of revolution is the area of the cross-section of the solid of revolution, times the height of the solid of revolution.

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Kurt Kleinberg

Webster University

Geometry

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Terminology

Exploring Relationships Within Triangles

Top Geometry Educators

Catherine Ross

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Volumes of Cones and pyramid intro

Topics

Discussion

Top Educators

Catherine Ross

Megan Caylor

Maria Giefer

Joseph Lentino

Recommended Videos

Recommended Quiz

Geometry

Recommended Books

Geometry with an Introduction to Cosmic Topology

Geometry Theorem and Construction

Geometry for Enjoyment and Challenge

Introductory Combinatorics

IIT JEE Super Course in Mathematics: Coordinate Geometry and Vector Algebra

Geometry / Book I. Planimetry

Video Transcript

Geometry

Topics

Top Geometry Educators

Catherine Ross

Megan Caylor

Maria Giefer

Joseph Lentino

Next Lectures in Geometry

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