A cylinder rolls without slipping over a horizontal plane with constant velocity. The radius of the cylinder is equal to r. At this moment
The speed of B is √2 times the speed of A
The radius of curvature of trajectory traced out by A is 4r
The radius of curvature of trajectory traced out by B is 2√2r
The radius of curvature of trajectory traced out by C is r
A
The radius of curvature of trajectory traced out by B is 2√2r
B
The radius of curvature of trajectory traced out by C is r
C
The speed of B is √2 times the speed of A
D
The radius of curvature of trajectory traced out by A is 4r
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