Draw a veocity-time graph to show the following motion :
A car accelerates uniformly from rest for 5 s , then it travels at a steady velocity for 5 s.

A car accelerates uniformly at 4 m s^(-2) from rest. Find its velocity at the end of 5 seconds.

A car accelerates uniformly from 18 km//h to 30 km//h in 5s . Calculate the acceleration.

A car attains a velocity of 36kmh^-1 after accelerating uniformly from rest in 5 seconds. Find the distance travelled.

A car accelerates uniformly from 18 kmh^(- 1) to 72 (kmh^- 1) in 5 s. The acceleration of the car is:

Draw velocity-time graph of a uniformly accelerated in one dimension and explain that the distance travelled is equal to the area under velocity-time graph.

A car accelerates uniformly from 18 km h^(-1) to 36 km h^(-1) in 5s. Calculate the acceleration

The following table represents the distance of a car at different instants in a fixed direction. (a) Draw a displacement-time graph and with its help, find whether the motion of the car is uniform or non-uniform? (b) Use graph to calculate : (i) the velocity of car (ii) the displacement of car at t = 2.5 s and t = 4.5 s.

The position-time graph reading the motion of a car is given . Find out from the graph the distance travelled by the car in 8s.