A solid cylinder of mass M and radius R is resting on a horizontal platform (which is parallel to the x-y plane) with its axis fixed along y-axis and free to rotate about its axis. The platform is given a motion in the X direction given by x = A cos omega t. There is no slipping between the cylinder and the platform. the maximum torque acting on the cylinder during the motion is

A solid cylinder of mass M and radius R is resting on a horizontal pla

1.	A solid cylinder of mass M and radius R is resting on a horizontal platform (which is parallel to the x-y plane) with its axis fixed along y-axis and free to rotate about its axis. The platform is given a motion in the X direction given by x = A cos omega t. There is no slipping between the cylinder and the platform. the maximum torque acting on the cylinder during the motion is
Answer» `(M OMEGA^(2)AR)/(3)` `(M omega^(2)AR)/(2)` `(2M omega^(2)AR)/(3)` The SITUATION is not possible ANSWER :B