The displacement - time graph for two particles A and B is as follows. The ratio `(v_(A))/(v_(B))` is

The velocity - time graph for two bodies A and B are in the ratio

The displacement-time graph for two particles is as shown. Find the ratio of their velocities.

The following figure shows the displacement versus time graph for two particles A and B executing simple harmonic motions. The ratio of their maximum velocities is

The following figure shows the displacement versus time graph for two particles A and B executing simple harmonic motions. The ratio of their maximum velocities is

From the adjoining displacement-time graph for two particles A & B the ratio of velocities v_(A) : v_(B) will betime

The displacement-time graphs of two particles P and Q are as shown in the figure. The ratio of their velocities V_P and V_Q will be

The displacement-time graphs of two particles P and Q are as shown in the figure. The ratio of their velocities V_P and V_Q will be

The displacement time graph for two particles A and B are straight lines inclined at 30^(@) with time axis and at 30^(@) to displacement axis respectively. Calcualte ratio of velocities of the two particles.

The displacement-time graph for two particles A and B are straight lines inclined at angles of 30^(@) and 60^(@) with the time axis. The ratio of velocities of V_(A) :V_(B) is

The displacement-time graph for two particle A and B straight lines inclined at angle of 30^(@) and 90^(@) with the time axis. The ratio of the velocities V_(A) and V_(B) is :