The moment of inertial of a rigid body in terms of its angular momentum L and kinetic energy K is

The moment of inertia of a rigid body in terms of its angular momentum L and kinetic energy K is

What is moment of inertia in terms of angular momentum (L) and kinetic energy (K)?

(A) : When there is no external torque moment of inertia of a rotating body changes, its angular momentum remain conserved, but its kinetic energy changes. (R ) : Angular momentum does not depend upon moment of inertia of the body.

The angular momentum of a rigid body is

Define angular momentum of a rigid body.

Two bodies with moments of inertia I_2 and I_2 (I_1 > I_2) have equal angular momentum. Then kinetic energy of first body Ej and kinetic energy of second body E2 are related as

Moment of inertia of rigid body is equal to _______ the rotational kinetic energy of the body rotating with unit angular velocity about the given axis.

If I is the moment of Inertia and E is the kinetic energy of rotation of a body , then its angular momentum is given by