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Suppose that an object starts at point

`A`

in 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

`t`

in the interval

`0<=t<=24`

is the object at the point

`(-4,0)`

? Answer: seconds Part C: At what values of

`t`

in the interval

`0<=t<=24`

is 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.