A wheel of radius one metre rolls forward half a revolution on the ground the magnitude of the displacement of the point of a wheel infinite in contact with the ground is
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Horizontal distance covered by the wheel in half revolution = πR.
So, the displacement of the point which was initially in contact with ground = AA' = √(πR)2+(2R)2
=√Rπ2+ 4 = √π2+4
(AsR=1m)
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