ANGULAR MOMENTUM OF A RIGID BODY DUE TO ROTATION AND TANSLATION MOTION (COMBINED)

GENERAL RIGID BODY MOTION|TRANSLATIONAL|ROTATIONAL

ROTATIONAL MOTION AND ITS TYPE|ANGULAR ACCELERATION|VELOCITY|DISPLACEMENTKINETIC ENERGY OF ROTATING RIGID BODY

Rotation OF Rigid Body -6 (Rolling)

Torque & Angular Acceleration|Angular Momentum|Questions|Angular Momentum Of A Rigid Body About Fixed Axis Of Rotation|Conservation Of Angular Momentum|Questions

Rigid Body|Types Of Motion Of Rigid Body|Pure Translational Motion|Pure Rotational Motion|Moment Of Inertia|Moment Of Inertia Of Single Particle|Moment Of Inertia Of System Of Particles

Rigid Body Motion

Two rigid bodies A and B rotate with rotational kinetic energies E_(A) and E_(B) respectively. The moments of inertia of A and B about the axis of rotation are I_(A) and I_(B) respectively. If I_(A) = I_(B)//4 and E_(A)= 100 E_(B), the ratio of angular momentum (L_(A)) of A to the angular momentum (L_(B)) of B is

Rotational Motion - Angular Impulse

Rotation OF Rigid Body -4 (Combined Translational and Rotational Motion)

Rotation OF Rigid Body -5 (Combined Translational and Rotational Motion)