9. Convert the triple integrals to the given coordinate systems and then complete the integration. Describe the region being integrated (over). a. √1-x2 1-x²-y², xdzdydx in cylindrical. b. So So √16- 16-x²-y² ev x²+y2+22 dzdydx in spherical.
9. Convert the triple integrals to the given coordinate systems and then complete the integration. Describe the region being integrated (over). a. √1-x2 1-x²-y², xdzdydx in cylindrical. b. So So √16- 16-x²-y² ev x²+y2+22 dzdydx in spherical.
Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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I need help with this problem and an explanation for the solution described below. (Calculus 3)
Transcribed Image Text:9. Convert the triple integrals to the given coordinate systems and then complete the integration.
Describe the region being integrated (over).
a.
√1-x2 1-x²-y²,
xdzdydx in cylindrical.
b. So So
√16-
16-x²-y² ev
x²+y2+22
dzdydx in spherical.
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