A self-propelled vehicle (assume it as a point mass) runs on a track with constant speed \( v \)...
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A self-propelled vehicle (assume it as a point mass) runs on a track with constant speed \( v \). It passes through three positions \( A, B \) and \( C \) on the circular part of the track. Suppose \( N_{A}, N_{B} \) and \( N_{\mathrm{C}} \) are the normal forces exerted by the track on the vehicle when it is passing through points \( A, B \) and \( C \) respectively then
(1) \( N_{A}=N_{B}=N_{C} \)
(2) \( N_{B}N_{A}N_{C} \)
(3) \( N_{C}N_{A}N_{B} \)
(4) \( N_{B}N_{C}N_{A} \)
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