An imaginary object moves horizontally. The position-versus-time function represents the object's motion mathematically. Work together with your group, and when you're done or if you get stuck, compare your ideas with another group.2 2 ( ) ( - 200.0 m) ( 20.0 m/s) (1.0 m/s )x t t t= + + a. Comparing above equation with one of the kinematic equations, find (i) initial displacement, (ii) initial velocity and (iii) acceleration of the object. b. Draw a motion diagram that represents the process and show direction of the change in velocity. c. Draw a position-versus-time graph that represents the process. [Hint: At first, you may make a table of time (t) and displacement (x)] d. Draw a velocity-versus-time graph that represents the process. [Hint: You may use the concept of part 1 of lab #2] e. Determine when and where the object for your chosen process stops.