The direction of acceleration of an object moving in a circular path is

"The direction in which an object moves is given by the direction of velocity of the object and not by the direction of acceleration." Give an example to justify this statement.

The position-time graph for the motion of a car is given below.
$(i)$ How far did the car travel in the time interval $2 \, s$ to $6 \, s$?
(ii) During which interval of time was its speed greater?
(iii) Calculate the average speed of the car.

An object starting from rest travels $20 \, m$ in the first $2 \, s$ and $160 \, m$ in the next $4 \, s$. What will be the velocity after $7 \, s$ from the start (in $, m/s$)?

Draw the distance$-$time graph for the following situations:
$(a)$ When a body is stationary.
$(b)$ When a body is moving with a uniform speed.
$(c)$ When a body is moving with non$-$uniform speed.

The displacement-time graph of a body is parallel to the time axis. What will you infer about the velocity of the body?