Suppose a 45.0 kg flywheel in the shape of a hoop with a 0.500 meter radius rotates in the counter clockwise sense with

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Suppose a 45.0 kg flywheel in the shape of a hoop with a 0.500
meter radius rotates in the counter clockwise sense with an initial
angular velocity of 1.45 rad/s in the counter-clockwise direction.
Suppose the flywheel undergoes uniform angular acceleration, coming
to a rest after sweeping out exactly two revolutions in the
counter-clockwise sense. A. What angle in radians is swept out in
the counter-clockwise sense? B. What arc length is swept out by a
point on the rim of the flywheel? C. What is the magnitude and
sense (clockwise or counter-clockwise) of the angular acceleration
of the flywheel during the period of uniform angular acceleration?
D. What is the average angular velocity of the flywheel during the
period of uniform angular acceleration? E. How much time elapses
before the disk comes to rest?