Equilibrium of rigid body|Moment of inertia

The rotational kinetic energy of a rigid body of moment of inertia 5 kg-m^(2) is 10 joules. The angular momentum about the axis of rotation would be -

Briefly explain equilibrium of a rigid body. When is a body said to be in partial equilibrium ?

Assertion : The condition of equilibrium for a rigid body is Translational equilibrium Sigma F=0 and Rotational equilibrium Sigma tau=0 Reason : A rigid body musy be in equilibrium under the action of two equal and opposite forces.

Questions|Moment Of Inertia Of Rigid Bodies|Moment Of Inertia Of Rod|Moment Of Inertia Of Rectangular Plate|Moment Of Inertia Of Ring|Moment Of Inertia Or Important Shapes

Minimum moment of inertia of a uniform body is I about and axis. The axis must be passing through COM of body. Moment of inertia depends on distribution of mass about axis of rotation.

Introduction || Rigid Body || Moment OF Inertia

A rigid body of moment of inertia l has an angular acceleration alpha . If the instantaneous power is P then, the instantaneous angular velocity of the body is

Two rigid bodies have same moment of inertia about there axes of symmetry. Then which will have more kinetic energy ?

Two rigid bodies with their moments of inertia in the ratio 2:3 have same rotational kinetic energy . Then ratio of their angular momenta is

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