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Lecture

6.2 Volumes Overview

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Department
Mathematics
Course
MAT136H1
Professor
All Professors
Semester
Winter

Description
6.2 Integral Applications Volume Application: Overview Definition of Volume ∑ ∫ , where is the of the cross-section of the solid of any shape, the of the solid, is any point in each of [ ] [ ] the subintervals in a plane perpendicular to either the -axis or -axis over the interval . The key is finding the right expression for the of the solid formed as a result of rotating the function abut a line. When the shaded area between two functions and are rotated about a line, a washer is formed. Washer means the cross section o
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