When is the average velocity magnitude equal to the average speed?Only when a particle is moving with uniform velocity in a straight line.Whenever a particle is travelling in a straight line and not a curve.Only when a particle travels in a straight line without reversing its motion.Only when a particle travels in a straight line without stopping.

A particle is moving along a straight line. It covers distance S with a velocity V. Then it covers a distance 2S with a velocity 3V in the same direction. Then magnitude of average velocity of the particle is

A particle moving along the straight line travels first 3m distance with speed 2 m/s, second 3m distance with speed 3 m/s and the third 3m distance with speed 6 m/s. The average speed of the particle is :-

1)the magnitude of the velocity of a particle is equal to speed 2)the magnitude of average velocity of a particle in an interval is equal to its average speed in that interval 3)it is possible to have a situation in which the speed of a particle is never zero but average speed in an interval is zero 4)it is possible to have a situation in which the speed of a particle is zero but the average speed is not zero a) 1 and 4 are true b) only 1 is zero c) 2 and 3 are true d) 1 and 3 are true

As shown in the figure, a particle is moving with constant speed π m/s. Considering its motion from A to B, the magnitude of the average velocity is:

Under which of the following conditions is the magnitude of the average velocity of a particle moving in one dimension smaller than the average speed over some time interval? 1 pointThere are no conditions for which this is trueA particle moves in the +𝘹 direction and then reverses its directionA particle moves in the +𝘹 direction without reversingA particle moves in the −x direction without reversing