Suppose that an object starts at point
Ain the diagram and travels twice around the circle in the counterclochwise direction. Assume that the object takes 24 seconds to travel around the circle twice and that it travels at a constant speed. As indicated in the diagram, the radius of the circle is four. Part A: What are the coordinates of the object at time
t=0? Answer Part B: At what values of
tin the interval
0<=t<=24is the object at the point
(-4,0)? Answer: seconds Part C: At what values of
tin the interval
0<=t<=24is the object at the point
(0,4)? Answer:
◻seconds Part D: Sketch a graph of the
x-coordinate of the object as a function of time. Part E: Skevch a graph of the
y-coordinate of the object as a function of time.