Q1.
Do you find that after losing contact with the rubber band, the velocity of the stack of coins decreases gradually and it comes to rest after travelling some distance?
Answer
Yes. The stack slows down steadily and stops after covering some distance from C.
While in contact with the band: force by band > friction → net force forwards → stack accelerates
After losing contact: only friction acts, backwards → net force backwards → stack decelerates
Velocity falls from its highest value to 0 m s–1, then the stack stops
After losing contact: only friction acts, backwards → net force backwards → stack decelerates
Velocity falls from its highest value to 0 m s–1, then the stack stops
Why it happens: the stretched rubber band gives the coins a forward push, taking their velocity from zero up to some value. The moment the band is no longer touching them, that push vanishes but friction between the coins and the table does not. Friction acts opposite to the motion, so it is now the only (and hence the net) horizontal force, and it removes velocity until the stack is at rest.