A solid cylinder is attached to a horizonatal massless spring as shwn in figure.If the cyclinder rolls without slipping, the time period of oscillation of the cyclinder is

A small solid cylinder of mass M attached to horizontal massless spring can roll without slipping along a horizontal surface. Show that if the cylinder is displaced slightly and released, it executes S.H.M. Also find its time period.

A small solid cylinder of mass M attached to horizontal massless spring can roll without slipping along a horizontal surface. Show that if the cylinder is displaced slightly and released, it executes S.H.M. Also find its time period.

A solid cylinder of mass M is attached to the spring by means of a frintionless pivot. The cylinder is placed on floor. Find the time period of small oscillation of the system, if the floor is sufficiently rought to prevent any slipping of cylinder. Assume stiffness of spring to be K.

A solid cylinder of mass M is attached to the spring by means of a frintionless pivot. The cylinder is placed on floor. Find the time period of small oscillation of the system, if the floor is sufficiently rought to prevent any slipping of cylinder. Assume stiffness of spring to be K.

A particle of mass m is attached to three identical massless springs of spring constant 'k' as shown in the figure. The time period of vertical oscillation of the particle is

A uniform disc of mass m is attached to a spring of spring constant k as shown in figure and there is sufficient friction to prevent slipping of disc. Time period of small oscillations of disc is:

A uniform disc of mass m is attached to a spring of spring constant k as shown in figure and there is sufficient friction to prevent slipping of disc. Time period of small oscillations of disc is: