Discover the Initial Acceleration of a Stone Stuck in a Car's Tire Groove

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The discussion centers on the initial acceleration of a stone stuck in a tire groove as the car travels at constant velocity. The initial acceleration is debated, with one viewpoint suggesting it is vertically upward due to centripetal force. Another perspective notes that if the car were accelerating forward, the stone's acceleration would be a combination of upward and forward, potentially at a 45° angle. The distinction between constant velocity and acceleration is crucial in determining the correct answer. Thus, the context of the car's motion significantly influences the stone's initial acceleration.
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A car travels forward with constant velocity. It goes over a small stone, which gets stuck in the groove of a tire. The initial acceleration of the stone, as it leaves the surface of the road, is
(A) vertically upward
(B) horizontally forward
(C) horizontally backward
(D) zero
(E) upward and forward, at approximately 45° to the horizontal




I think it's A because as it leaves the surface of the road it is on the bottom of the circle, and centripetal force points vertically up. Is this correct?
 
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That looks fine to me, however; if the car was accelerating forwards and not traveling at a constant velocity, you can see that there would be vehicular acceleration as well as centripetal acceleration such that the answer would look a lot more like E.
 
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