The figure shows the time-distance $(t-s)$ graphs of two cars which start simultaneously in the same direction. Calculate from the graph by how much distance the car $A$ was ahead of car $B$ initially.

The figure shows the time-distance $(t-s)$ graphs of two cars which start simultaneously in the same direction. Calculate from the graph which car is moving faster? What their speeds are?

The figure shows the time-distance $(t-s)$ graphs of two cars which start simultaneously in the same direction. Calculate from the graph After how much time and at which place the car $B$ will catch car $A$?

As soon as a car just starts from rest in a certain direction, a scooter moving with a uniform speed overtakes the car. Their time-speed $(t-v)$ graphs are shown in the adjoining figure. Calculate from the graph the acceleration of the car initially.

As soon as a car just starts from rest in a certain direction, a scooter moving with a uniform speed overtakes the car. Their time-speed $(t-v)$ graphs are shown in the adjoining figure. Calculate from the graph the time at which the speed of the car becomes equals to the speed of the scooter.

As soon as a car just starts from rest in a certain direction, a scooter moving with a uniform speed overtakes the car. Their time-speed $(t-v)$ graphs are shown in the adjoining figure. Calculate from the graph the difference in the distances traversed by the scooter and the car in $12$ seconds.

As soon as a car just starts from rest in a certain direction, a scooter moving with a uniform speed overtakes the car. Their time-speed $(t-v)$ graphs are shown in the adjoining figure. Calculate from the graph after how much time this difference will become $120 m$.

The figure shows the time-velocity graph for a body thrown vertically up. Calculate from the graph the type of motion.

The figure shows the time-velocity graph for a body thrown vertically up. Calculate from the graph the initial velocity and acceleration.