3. A homogeneous cylinder of mass m and radius gylinder of mass slipping on a horizontal plane. The cylinder is connected to the wall through a spring of spring constant k as a) Write down the rolling mmten constraint. by Write down the total energy of the system. c) Using part (b), fend the equation (s) of motion and find the frequency of oscillations,
g constant k as ny of the system.
3. A homogeneous cylinder of mass m and radius gylinder of mass slipping on a horizontal plane. The cylinder is connecte
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3. A homogeneous cylinder of mass m and radius gylinder of mass slipping on a horizontal plane. The cylinder is connecte
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