a mass of 10 kg is undergoing uniform circular motion in horizontal plane, the r

Question

a mass of 10 kg is undergoing uniform circular motion in horizontal plane, the radius of the circular path is 3.2 meters, the constant angular speed is 4.6 meter/second. determine the magnitude of the tangential velocity of the mass. a mass of 10 kg is undergoing uniform circular motion in horizontal plane, the radius of the circular path is 3.2 meters, the constant angular speed is 4.6 meter/second. determine the magnitude of the tangential velocity of the mass. a mass of 10 kg is undergoing uniform circular motion in horizontal plane, the radius of the circular path is 3.2 meters, the constant angular speed is 4.6 meter/second. determine the magnitude of the tangential velocity of the mass.

Explanation / Answer

Assuming unit of angular speed is radian per second

Angular velocity = V/R

So V = Angluar_velocity*R = 4.6*3.2 = 14.72 m/s Answer

If there is anything worng in assumption then please comment

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