If the distance covered by a moving object varies directly on time, what conclusions could you draw about the motion and the forces.

If the distance travelled by a moving object varies directly as the cube of time, how does the acceleration of the body depend on time?

What conclusion would you draw from the following graphs for an ideal gas?

The following is the distance-time table of an object in motion: What conclusion can you draw about acceleration? Is it constant, increasing deacreasing or zero?

An object is covering distance in direct proporiton to t^3 , where t is the time elapsed. What conclusions might you draw about the acceleration ? Is it constant or increasing or decreasing or zero?

The distance travelled by a body varies directly proportional to the square of time. What type of motion this body has?