2 kg and 3 kg blocks are placed on a smooth horizontal surface and connected by spring which is unstretched initially. The blocks are imparted
velocities as shown in the figure. The spring has stiffness 30N/m
Find max extension in spring
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Explanation:
From conservation of momentum
Initial momentum = momentum of center of mass
m1u1+m2u2=(m1+m2)Vcm
6×2−3×1=(6+3)Vcm
Vcm=1ms−1
From conservation of energy.
21m1u12+21m2u22=21kx2+21(m1+m2)Vcm2
216×22+213×12=
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