A. Use the equation:
Vavg = Δx/Δt where Vavg is the average velocity, Δx is the total change in distance (4 m), and Δt is the total change in time (8 s).
B. Use the equation vf = vi + at where vf is the final velocity (12 m/s), vi is the initial velocity (which is zero), "a" is the acceleration (3 m/s2), and "t" is the time. Solve for "t"
C. Use the equation vf = vi + at where vf is the final velocity you are trying to find, vi is the initial velocity (which is zero), "a" is the acceleration (-10 m/s2), and "t" is the time (6 seconds). Solve for vf (it will be a negative number because it is downwards).
D. Use the equation x = (1/2) at2 + vit where t = 6 seconds, a = -10 m/s2, vi = zero Solve for "x" (it will be a negative number because it is downwards).