A body executes SHM under the influence of one force with a time period of 0.8second. It has a time period of 0.6 second udner the action of another force. Calculate the time period when both the force act in the same direction simultaneously.

A particle has a time period of 1s under the action of a certain force and 2 s under the action of another force. Find the time period when the forces are acting in the same direction simultaneously.

A body has a time period (4/5) s under the action of one force and (3/5) s under the action of another force. Then time period when both the forces are acting in the same direction simultaneously will be

A body has a time period (4/5) s under the action of one force and (3/5) s under the action of another force. Then time period when both the forces are acting in the opposite direction simultaneously will be

A body has a time period T_(1) under the action of one force and T_(2) under the action of another force, the square of the time period when both the forces are acting in the same direction is

A body is executing simple harmonic motion under the action of a force F_(1) with time period 1 s. The time period is 2s when body is acted by another force F_(3) . What will be the total time period when both the forces are acting in same direction simultaneously ?

A body executes SHM under the influence of one force and has a period T_1 seconds and the same body executes SHM with period T_2 seconds when under the influence of another force. When both forces act simultaneously and in the same direction, then the time period of the same body (in seconds) is:

A body executes SHM under the influence of one force and has a period T_1 seconds and the same body executes SHM with period T_2 seconds when under the influence of another force. When both forces act simultaneously and in the same direction, then the time period of the same body (in seconds) is:

A body has a time of 3 s under the action of one force and 4 s under the action of another force. Calculate the time period when both the forces act in the same direction simultaneously. Assume that the body undergoes the same displacement, under the action of the two different forces.