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03 A hoop of mass 0.34 kg and encounters an incline of 8 What is the initial angular velocity of the hoop before it starts to decelerate? a = Considering up the ramp to be the positive direction, what is the magnitude of the linear and angular deceleration as the hoop rolls up the hill? m/s² a= rad/s² How long will it take for the hoop to stop? t= radius 0.05 m is rolling across the floor at velocity of 3.8 m/s. It then 22" when it starts to slow down as it rolls up the ramp. X = rad/s How far will the hoop go up the ramp before it stops? 8- S Through how many radians will the hoop turn before it stops? rev m 0 rad How many revolutions will the hoop make before it stops?