Assertion: In rectilinear motion when velocity is positive distance travelled increases and when velocity is negative distance travelled decreases.
Reason: Distance is length of the path covered by a particle.

For the motion with uniform velocity, how is the distance travelled related to the time ?

Assertion: Distance is a scalar quantity. Reason: Distance is the length of path traversed.

Assertion: Distance is a scalar quantity. Reason: Distance is the length of path traversed.

Assertion: Distance is a scalar quantity. Reason: Distance is the length of path traversed.

Assertion : Distance is a scalar quantity. Reason : Distance is the length of path traversed.

The distance travelled by the particle is

Let us call a motion, A when velocity is positive and increasing A^(-1) when velocity is negative and increasing R when velocity is positive and decreasing and R^(-1) when velociyt is negative and decreasing. Now match the following two tales for the given s-t graph

Let us call a motion, A when velocity is positive and increasing A^(-1) when velocity is negative and increasing R when velocity is positive and decreasing and R^(-1) when velociyt is negative and decreasing. Now match the following two tales for the given s-t graph

Position, Displacement, Distance Travelled, Distance

Write an equation of motion to find the distance travelled when initial velocity, time, and acceleration are given.