Consider a wheel, which is shaped like a ring, has a mass of 8.2 kg and a diameter of 74 cm. a tangential force of 50.0 n isapplied to the outer edge of the wheel for 5.0 seconds. the wheel is initially at rest. a. what is the magnitude of the torque being applied to the wheel? b. what is the moment of inertia of this wheel? c. what will be the resulting angular acceleration? d. what will be the angular velocity of the wheel after 5.0 seconds? e. what will be the linear velocity of a point on the outer edge of the wheel after 5.0 seconds? f. what will be the average angular velocity of this wheel during this 5.0 second interval? g. what will be the total angular displacement of this wheel during the 5.0 second interval? h. what is the total work done on the wheel during the 5.0 second interval? i. what will be the final kinetic energy of this wheel at the end of the 5.0 second interval? j. what will be the angular momentum of this wheel at the end of the 5.0 second interval? k. what is the power being applied to the wheel when t = 5.0 seconds? suppose that the wheel has an initial angular velocity of 12.0 rad/s before the external torque has been applied. l. what will be the angular velocity of the wheel at the end of 5.0 seconds? m. what will be the total angular displacement of this wheel during the 5.0 second period? n. how much work will be done on this wheel during the 5.0 second period?