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Let S be the solid inside the sphere p = 6cosø and below the cone Ø = n/4 Set-up the iterated triple integral representing the volume S using Cartesian coordinates √9-x²√√x² + y² p3 √√√9-x² √√√x²-y² So So dzdydx √9-x²-y² √3-√9-x²-yz dzdydx Option 1 49*****² dzdydx √√9+x²_y² Option 3 4 50 So Option 2 O None of the choices

Let S be the solid inside the sphere p = 6cosø and below the cone Ø = n/4 Set-up the iterated triple integral representing the volume S using Cartesian coordinates √9-x²√√x² + y² p3 √√√9-x² √√√x²-y² So So dzdydx √9-x²-y² √3-√9-x²-yz dzdydx Option 1 49*****² dzdydx √√9+x²_y² Option 3 4 50 So Option 2 O None of the choices

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Let S be the solid inside the sphere p = 6cos0 and below the cone Ø = n/4 Set-up the iterated triple integral representing the volume Susing Cartesian coordinates + 4 50 50 √x²−yª √3-√9-x²-yz dzdydx 4 So So /9−x² −y² dzdydx Option 1 49***dzdydx Option 3 Option 2 None of the choices
Transcribed Image Text:Let S be the solid inside the sphere p = 6cos0 and below the cone Ø = n/4 Set-up the iterated triple integral representing the volume Susing Cartesian coordinates + 4 50 50 √x²−yª √3-√9-x²-yz dzdydx 4 So So /9−x² −y² dzdydx Option 1 49***dzdydx Option 3 Option 2 None of the choices
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