In the system as shown infigure, the blocks have masses m_(1) and m_(2), the spring constant is k, coefficient of friction between the block of mass m_(1) and the surface is mu. The system is released with zero initial speed from the position where the spring is in its natural length.

In the system as shown infigure, the blocks have masses m_(1) and m_(2

1.	In the system as shown infigure, the blocks have masses m_(1) and m_(2), the spring constant is k, coefficient of friction between the block of mass m_(1) and the surface is mu. The system is released with zero initial speed from the position where the spring is in its natural length.
Answer» The maximum POSSIBLE speed of the blocks is `G(m_(2)-mum_(1))/(sqrt(K(m_(1)+m_(2))))` The maximum possible speed of the blocks is `g(mum_(1))/sqrt(k(m_(1)+m_(2)))` The maximum possible speed of the blocks if friction is absent is `(gm_(2))/(sqrt(k(m_(1)+m_(2))))` The maximum possible speed of the blocks if friction is absent is `(gm_(1))/(sqrt(k(m_(1)+m_(2))))` Answer :A::C