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Consider the system shown in the figure right, where two blocks m1=5 kg, and m2=10 kg are connected to each other

Consider the system shown in the figure right, where two blocks m1=5 kg, and m2=10 kg are connected to each other by a string that passes through a massless pulley. The stiffness constant of the spring attached to m1 and the wall is k=120N/m and the coefficient of kinetic friction between m1 and the surface is given to be μk=0.2. If the system is released from rest when the spring is at its equilibrium length and m2 is at a height of h=1m from the ground,

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a) find the speed of m2 right before it hits the ground.

b) How much mechanical energy is lost from the moment the system is released till m2 hits the ground?

c) If the pulley had a significant mass, how would your answer to part a) change? Would you get a smaller or a larger speed? A very short explanation without any calculation is enough.

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