A particle starting from rest moves with a constant angular acceleration `alpha` in a circular path. The time at which the magnitudes of tangential and radial acceleration are equal is -

A particle starts moving with a constant angular acceleration in a circular path. The time at which the magnitudes of tangential and radial acceleration are equal is

A particle starts moving with a constant angular acceleration in a circular path. The time at which the magnitudes of tangential and radial acceleration are equal is

A particle starts moving with a constant angular acceleration in a circular path. The time at which the magnitudes of tangential and radial acceleration are equal is

A particle starts from rest and moves with constant acceleration. Then velocity displacement curve is:

A particle starts from rest and moves with constant acceleration. Then velocity displacement curve is:

A particle is moving with a constant angular acceleration of 4rad//s^(2) in a circular path. At time t=0 , particle was at rest. Find the time at which the magnitudes of centripetal acceleration and tangential acceleration are equal.

A particle is moving with a constant angular acceleration of 4rad//s^(2) in a circular path. At time t=0 , particle was at rest. Find the time at which the magnitudes of centripetal acceleration and tangential acceleration are equal.

A car starts from rest with a constant tangential acceleration a_(0) in a circular path of radius r. At time t, the car kids, find the value of coefficient of friction.

A car starts from rest with a constant tangential acceleration a_(0) in a circular path of radius r. At time t, the car kids, find the value of coefficient of friction.