An object on the Sun that follows p(t) = -137t2 + 20.0t + 500.0.
The following equations give the positions as functions of time of objects tossed from towers in various exotic solar system locations. For each,
a. Find the velocity and the acceleration of this object.
b. Sketch a graph of the position for 0 ≤ t ≤ 3.
c. How high was the tower? Which way was the object thrown? How does the acceleration compare with that on earth (9.8 m/sec2)?