Chapter 7: Triple Integration
Section 7.1 - The Triple Integral
Section 7.2 - Iterated Triple Integrals
Section 7.3 - Regions with Curved Boundaries
Section 7.4 - Integration in Cylindrical Coordinates
Section 7.5 - Spherical Coordinates
Section 7.6 - Integration in Spherical Coordinates
Chapter 7 defines the triple integral, the integral of a function of three independent variables. As for the double integral, the evaluation of a triple integral is accomplished by iterating three single integrals, but now there are six possible ways to iterate. The two alternative coordinate systems to which a triple Cartesian integral can be changed, are cylindrical coordinates and spherical coordinates.
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