The speed of a car as a function of time as shown figure. Find the acceleration and distance travelled by the car in 8 seconds .

The speed of a car as a function of time is shown in figure. Find the distance travelled by the car in 8 seconds and its acceleration.

The displacement of a particle as a function of time is shown in figure. It indicates that:

The acceleration of a cart started at t=0 varies with time as shown in figure. Find the distance travelled in 30 seconds and draw the position time graph.

A car is moving with the accelaration 2 m/ s^(2) from rest. Find the distance traveled by the car in 10th second.

From the velocity time plot shown in figure find the distance travelled by the particle dureing the first 40 seconds. Also find the average velocity during this period.

A particle starts from rest with a constant acceleration. At a time t second, the speed is found to be 100 m/s and one second later the speed becomes 150 m/s. Find a. the acceleration and b. the distance travelled during the (t+1)^(th) second.

A body starting from rest has an acceleration of 25ms^(-2) . Find the distance travelled by it in 20^("th") second.

A driver takes 0.20 second to apply the brakes (reaction time). If he is driving car at a speed of 54kmh^(-1) and the brakes cause a deceleration of 6.0ms^(-1) ? Find the distance travelled by car after he sees the need to put the brakes.

Figure shows the speed versus time graph for a particle. Find the distance travelled by the particle during the time t=0 to t=3s.

Observe the motion of a car as shown in the figure and answer the following questions : Compare the distance covered by the car through the path ABC and AC. What do you observe? Which path gives the shortest distance to reach D from A? Is it the path ABCD or the path ACD or the path AD?