Home
Class 12
PHYSICS
A uniform ball of radius R rolls without...

A uniform ball of radius `R` rolls without slipping between the rails such that the horizontal distance is `sqrt(3)R` between the two contact points of te rails of the ball. Figure (a) shows front view of the ball and figure (b) shows the side view of the ball. `v_(CM)` is the velocity of centre of mass of the ball and `omega` is the angular velocity of the ball after rolling down a distance `2h` along the incline then

Promotional Banner

Similar Questions

Explore conceptually related problems

A uniform ball of radius r rolls without slipping down from the top of a sphere of radius R Find the angular velocity of the ball at the moment it breaks off the sphere. The initial velocity of the ball is negligible.

A uniform ball of radius r rolls without slipping down from the top of a sphere of radius R Find the angular velocity of the ball at the moment it breaks off the sphere. The initial velocity of the ball is negligible.

A uniform ball of radius r rolls without slipping down from the top of a sphere of radius R Find the angular velocity of the ball at the moment it breaks off the sphere. The initial velocity of the ball is negligible.

A ball is rolling without slipping in a spherical shallow bowl (radius R) as shown in the figure and is executing simple harmonic motion. If the radius of the ball is doubled, the period of oscillation

A spherical ball of radius r and mass m is rolling without slipping on a horizontal table. Calculate the percentage of KE , which is translational.

A ball rolls without slipping. The radius of gyration of the ball about an axis passing through its centre of mass is k . If radius of the ball be R , then the fraction of total energy associated with its rotation will be.

A ball rolls without slipping. The radius of gyration of the ball about an axis passing through its centre of mass is k . If radius of the ball be R , then the fraction of total energy associated with its rotation will be.