A circular object of radius r rolls without slipping on a horizontal level floor with the center having velocity V. The velocity at the point of contact between the object and the floor is
A
Zero
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B
V in the direction of motion
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C
V opposite to the direction of motion
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D
V vertically upward from the floor
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Solution
The correct option is A Zero VP=ωׯOP=2ωr VC=ωׯOC=ωr VO=ω×0=0