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Lecture

6.2 Volumes Question #3 (Medium)

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Department
Mathematics
Course
MAT136H1
Professor
All Professors
Semester
Winter

Description
6.2 Integral Applications Volume Application Question #3 (Medium): Interpreting the Volume of a Solid Strategy Given the integral expression for volume: ∫ , it is not hard to separate the components that make up the , the height of and the interval [ ]. If the integral is in terms of and , the area is rotated about a horizontal line. If the integral is written in terms , and , then the rotation is about a vertical line. Sample Question Volume of a solid is expressed by the integral. Describe the solid. ∫ [ ] Solution Volume of a solid using integral is expressed as: ∫ , where . So the expression inside the give
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