Example 8-3-4 - Maple Help
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Chapter 8: Applications of Triple Integration

Section 8.3: First Moments

Example 8.3.4


Obtain the centroid of R, the region that is bounded inside by the surface ρ=1+cosφ and outside by the sphere ρ=2. (The variables ρ,φ,θ are spherical coordinates.)


Impose the density δρ,φ,θ=ρ2 on R and find the resulting center of mass.

(See Example 8.1.14.)

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