A rigid rod is rotating as well as translating on a smooth horizontal surface. The velocities of its ends at any moment are as shown in figure. If `theta=60^(@)` find the value of `v_(2)`

A uniform rod of mass m and length l is on the smooth horizontal surface. When a constant force F is applied at one end of the rod for a small time t as shown in the figure. Find the angular velocity of the rod about its centre of mass.

A block of mass m sliding n a smooth horizontal surface with velocity vecv meets a long horizontal spring fixed ast one end and having spring constant k as shown n figure. Find the maximum compression of the spring. Will the velocity of the block be the same as v whenit comes back to the original position shown?

A block of mass m sliding n a smooth horizontal surface with velocity vecv meets a long horizontal spring fixed ast one end and having spring constant k as shown n figure. Find the maximum compression of the spring. Will the velocity of the block be the same as v whenit comes back to the original position shown?

A uniform rod PQ of mass m and length t rotates with an angular velocity a while its center moves with linear velocity v = (2omega* f) / 3 on a smooth horizontal surface If the end Q of the rod is suddenly gets stuck at the moment as shown in the figure then angular velocity of the rod will be

A uniform rod of mass .m. and length l. is on the smooth horizontal surface. When a constant force .F.is applied at one end of the rod for a small time las shown in the figure. Find the angualr velocity of the rod about this centre of mass.

A uniform thin rod of mass m and length l is standing on a smooth horizontal surface. A slight disturbance causes the lower end to slip on the smooth surface and the rod starts falling. Find the velocity of centre of mass of the rod at the instant when it makes an angle theta with horizontal.

A uniform thin rod of mass m and length l is standing on a smooth horizontal suface. A slight disturbance causes the lower end to slip on the smooth surface and the rod starts falling. Find the velocity of centre of mass of the rod at the instant when it makes an angle theta with horizontal.

A uniform thin rod of mass m and length l is standing on a smooth horizontal suface. A slight disturbance causes the lower end to slip on the smooth surface and the rod starts falling. Find the velocity of centre of mass of the rod at the instant when it makes an angle theta with horizontal.