Use spherical coordinates to find the z coordinate of the center of mass of the solid lying between two concentric hemispheres of radii 6 and 7, and having uniform density k.
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Correct Answer:
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Q1: Use spherical coordinates to find the volume
Q2: Use spherical coordinates to find the z
Q3: Use spherical coordinates to find the mass
Q4: Use cylindrical coordinates to find the volume
Q5: Evaluate the following iterated integral.
Q7: Find the "volume" of the "four-dimensional sphere"
Q8: Use spherical coordinates to find the volume
Q9: Evaluate the following iterated integral.
Q10: Convert the integral below from rectangular coordinates
Q11: Convert the integral below from rectangular coordinates
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