Bill is riding on a Ferris wheel with radius of
27 ft that is turning
counterclockwise at a rate
of one revolution every 15
seconds. Assume the lowest
point of the Ferris wheel (6
o'clock) is 8 ft above the
ground, and that Bill is at
the point marked A(3 o'clock)
at time t=0. Find his
position after 10 seconds
into the ride.