A thin uniform solid wheel is initially rotating with an angular velocity 50 rad/s. The mass of the wheel is given to be 4 kg and the radius of the wheel is 1 m. If the wheel comes to rest in 10 s, find the magnitude of the average retarding torque acting on the wheel (in N-m) (Assume uniform angular retardation)

A thin uniform solid wheel is initially rotating with an angular veloc

1.	A thin uniform solid wheel is initially rotating with an angular velocity 50 rad/s. The mass of the wheel is given to be 4 kg and the radius of the wheel is 1 m. If the wheel comes to rest in 10 s, find the magnitude of the average retarding torque acting on the wheel (in N-m) (Assume uniform angular retardation)
Answer» A thin uniform solid wheel is initially rotating with an angular velocity $50 rad/s$ . The mass of the wheel is given to be $4 kg$ and the radius of the wheel is $1 m$ . If the wheel comes to rest in $10 s$ , find the magnitude of the average retarding torque acting on the wheel (in $N-m$ ) (Assume uniform angular retardation)

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