A rod of mass `m` and length `l` is connected with a light rod of length `l`. The composite rod is made to rotate with angular velocity `omega` as shown in the figure. Find the

a. translational kinetic energy.
b. rotational kinetic energy.
c. total kinetic energy of rod.

A rod of mass m spins with an angular speed omega=sqrt(g/l) , Find its a. kinetic energy of rotation. b. kinetic energy of translation c. total kinetic energy.

A rod of mass m spins with an angular speed omega=sqrt(g/l) , Find its a. kinetic energy of rotation. b. kinetic energy of translation c. total kinetic energy.

A rod of mass m and length l is rotating about a fixed point in the ceiling with an angular velocity omega as shown in the figure. The rod maintains a constant angle theta with the vertical. What angle will the rod make with the vertical

The body is rotating with uniform angular velocity ( omega ) having rotational kinetic energy ( E) . Its angular momentum (L ) is :

Two masses m_1 and m_2 are connected by a light rod of length I. If rod is rotating about an axis with angular speed Omega . Such that its kinetic energy is minimum then its K.E. is

A rod of mass m and length l is rotating about a fixed point in the ceiling with an angular velocity omega as shown in the figure. The rod maintains a constant angle theta with the vertical. What is the rate of change of angular momentum of the rod ?

A rod of mass m and length l is rotating about a fixed point in the ceiling with an angular velocity omega as shown in the figure. The rod maintains a constant angle theta with the vertical. What will be the horizontal component of angular momentum of the rod about the point of suspension in terms of m , omega , l and theta .

A rod of mass m and length l is rotating about a fixed point in the ceiling with an angular velocity omega as shown in the figure. The rod maintains a constant angle theta with the vertical. What will be the horizontal component of angular momentum of the rod about the point of suspension in terms of m , omega , l and theta .