3. Given the first octant solid bounded by the sphere z² + y² + = 25 and the coordinate planes, with density 6(r,y, 2) =VFtyft3, %3D (a) Find the total mass of this solid.

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 57E
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I am looking for the answer for part b.

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3. Given the first octant solid bounded by the sphere x2 + y? + z² = 25 and the coordinate planes, with
1
density 6(x, y, 2) = V² + y² + z²,
(a) Find the total mass of this solid.
(b) Set up the triple integrals in spherical coordinates to find the center of mass of this solid.
Transcribed Image Text:Page < of 3 ZOOM + 3. Given the first octant solid bounded by the sphere x2 + y? + z² = 25 and the coordinate planes, with 1 density 6(x, y, 2) = V² + y² + z², (a) Find the total mass of this solid. (b) Set up the triple integrals in spherical coordinates to find the center of mass of this solid.
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