Assertion: Displacement of a body may be zero when distance travelled by it is not zero.
Reason: The displacement is the longest distance between initial and final position.

If the displacement of a particle is zero, then distance covered by it

Assertion : If the displacement of the body is zero, the distance covered by it may not be zero. Reason : Displacement is a vector quantity and distance is a scalar quantity.

Displacement may be zero even when distance travelled is not zero ? Is not true ? Is the reverse also true ? Give examples.

If distance covered by a particle is zero, what can be its displacement ?

Can the displacement be greater than the distance travelled by an object ? Given reason.

Assertion: The displacement of a body is vector sum of the area under velocity-time graph. Reason: Displacement is a vector quantity.

If the displacement of a body is zero is the distance covered by it necessarily zero ? Explain with suitable illustration.

Can distance be zero, even when displacement is not zero ?

Assertion: Distance is a actual length of the path but displacement is a shortest distance between initial and final position. Reason: Distance is a scalar quantity and it is always positive but displacement is a vector quantity. It may be positive, negative or zero.

Between initial position and final position , displacement is ……. but distance ………