When a particle moves with constant velocity, its average velocity, its instantaneous velocity and its speed are equal. Comment on this statement.

This acording to me is very true. If velocity is always constant then it will be the same at every instant ie instantaneous velocity is same and also if it is constant then there is no question of average velocity changing. Also if velocity is constant its modulus or speed is also constant.

Approved

Surpriseaparteif the particle covers a circular path with some speed(because of some 2πR distance in time) .but the displacement is zero. Then veolcity and average velocity is also zero. But instantaneous velocity at each points in circular path is equals in magnitude to the speed but it is not zero.So the given statement should be wrong.

My friends that answer starting with word "surpriseaparteif" is totally wrong the first answer is 100% OK and you can believe on this site-askiitians

When a particle is moving with constant velocity then its magnitude and direction both are not changing means particle must travel in straight line. Also when particle is moving in straight line with no acceleration then distance covered and displacement both will be same in same interval of time. Hence average velocity and average speed both will be sameas average velocity =( net displacement)/time And average speed= (total distance)/time.Instantaneous velocity will be same as velocity is not changing anywhere.Hence according to me this statement is very true.