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Both of these questions deal with a point charge q1 a distance d from a hollow sphere with a radius r made from a conducting material.
For 804, the problem asks "Which of the following most accurately represents the force on q1 due to the charged sphere?" The answer is kq1q2/[(d+r)^2], because a hollow sphere behaves as if it were a point charge at its center.
However, problem 805 asks "When q1 is removed, the force on the sphere changes. Which of the following represents the time between the moment q1 is removed and the moment the sphere experiences any change in force?" The answer for this is d/(3E8) but I put (d+r)/(3E8) for the same reasoning as above in 804.
Can someone explain to me why the force on q1 would be in relation to the center of the sphere, but the change in force when q1 is removed is felt at the edge of the sphere and not the center?
For 804, the problem asks "Which of the following most accurately represents the force on q1 due to the charged sphere?" The answer is kq1q2/[(d+r)^2], because a hollow sphere behaves as if it were a point charge at its center.
However, problem 805 asks "When q1 is removed, the force on the sphere changes. Which of the following represents the time between the moment q1 is removed and the moment the sphere experiences any change in force?" The answer for this is d/(3E8) but I put (d+r)/(3E8) for the same reasoning as above in 804.
Can someone explain to me why the force on q1 would be in relation to the center of the sphere, but the change in force when q1 is removed is felt at the edge of the sphere and not the center?