Initially car `A` is `10.5 m` ahead of car `B`. Both start moving at time `t = 0` in the same direction along a straight line. The velocity-time graph of two cars is shown in figure. The time when the car `B` will catch the car `A`, will be.

The velocity time graph of the motion of a car is given here.

The distance versus time graph of a car is shown in the given figure.

Figure shows position-time graph of two cars A and B.

As soon as a car just starts from rest in a certain direction, a scooter moving with a uniform speed overtakes the car. Their velocity-time graphs are shown in Fig. 3.66. Calculate the time when the car will catch up the scooter.

Velocity-time graph for a car is semicircle as shown here. Which of the following is correct:

The velocity-time graph of a car moving along a straight road is shown in figure. The average velocity of the car in first 25 seconds is

The velocity-time graph of a car moving along a straight road is shown in figure. The average velocity of the car is first 25 seconds is

The diagram shows a velocity-time graph for a car moving in a straight line. At point Q the car must be

A car of mass 1000 kg is moving with a velocity of 10 m s^(-1) . If the velocity-time graph for this car is a horizontal line parallel to the time axis, then the velocity of car at the end of 25 s will be :

Two cars A and B start from a same point at same instant of time and move in same direction. The variation of their respective velocities with time is indicated in the graph as shown in the figure. The time after their motion starts, when the cars cross each other is?