Home » Courses » Mathematics » Single Variable Calculus » 3. The Definite Integral and its Applications » Part B: Second Fundamental Theorem, Areas, Volumes » Session 58: Volume of a Sphere, Revolving About x-axis
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We calculate the volume of a sphere -- or of part of a sphere -- by using a definite integral to sum the volumes of infinitesimally thin vertical slabs cut from the sphere.
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» Clip 1: Volume of a Sphere (00:10:00)
» Accompanying Notes (PDF)
From Lecture 22 of 18.01 Single Variable Calculus, Fall 2006
Clip 1: Volume of a Sphere
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Volume of a Spheroid