A body is moving with a velocity of towards the east. After its velocity becomes towards the north. The average acceleration of the body is:
1.
2.
3.
4.
A particle moves in space such that:
where are measured in meters and in seconds. The acceleration of the particle at seconds will be:
1. | ms-2 |
2. | ms-2 |
3. | ms-2 |
4. | ms-2 |
A particle is moving along a curve. Select the correct statement.
1. | If its speed is constant, then it has no acceleration. |
2. | If its speed is increasing, then the acceleration of the particle is along its direction of motion. |
3. | If its speed is decreasing, then the acceleration of the particle is opposite to its direction of motion. |
4. | If its speed is constant, its acceleration is perpendicular to its velocity. |
Which of the following statements is incorrect?
1. | The average speed of a particle in a given time interval cannot be less than the magnitude of the average velocity. |
2. | It is possible to have a situation but |
3. | The average velocity of a particle is zero in a time interval. It is possible that instantaneous velocity is never zero in that interval. |
4. | It is possible to have a situation in which but |