). A particle of mass m is located at a distance r from the center of a sphere of mass M and radius R. The distance r < R, which is inside the sphere. Assume that the sphere has a constant density p. Using the total mass of the sphere (M) and the radius (R), find the gravitational force on the particle as a function of distance r, F(r)?_ GMr A. R GMr В. R2 GMmr C. GMm D. GMm E
). A particle of mass m is located at a distance r from the center of a sphere of mass M and radius R. The distance r < R, which is inside the sphere. Assume that the sphere has a constant density p. Using the total mass of the sphere (M) and the radius (R), find the gravitational force on the particle as a function of distance r, F(r)?_ GMr A. R GMr В. R2 GMmr C. GMm D. GMm E
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![20. A particle of mass m is located at a distance r from the center of a sphere of mass Mand
radius R. The distance r < R, which is inside the sphere. Assume that the sphere has a
constant density p. Using the total mass of the sphere (M) and the radius (R), find the
gravitational force on the particle as a function of distance r, F(r)?_
GMr
A.
R
GMr
GMmr
C.
R3
GMm
D.
GMm
E.
r2
B.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F032eac17-a438-4871-be33-db89d1b002b8%2Ff7201de8-73d4-40b4-aade-a2ec10d8e473%2Fb2ce5xc_processed.jpeg&w=3840&q=75)
Transcribed Image Text:20. A particle of mass m is located at a distance r from the center of a sphere of mass Mand
radius R. The distance r < R, which is inside the sphere. Assume that the sphere has a
constant density p. Using the total mass of the sphere (M) and the radius (R), find the
gravitational force on the particle as a function of distance r, F(r)?_
GMr
A.
R
GMr
GMmr
C.
R3
GMm
D.
GMm
E.
r2
B.
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