A wheel of radius 2 m rolls on the ground with uniform velocity `4 m s^(-1)`. . The relative acceleration of the topmost point of the wheel with respect to the bottom - most point of the wheel is

A wheel of radius R rolls on the ground with a uniform velocity v. The relative acceleration of topmost point of the wheel with respect to the bottommost point is:

A wheel of radius R rolls on the ground with a uniform velocity v. The relative acceleration of topmost point of the wheel with respect to the bottommost point is:

A wheel of radius R=1 m rolls on ground with uniform velocity v=2 m/s . Calculate the relative acceleration of topmost point of wheel with respect to bottom most point (in m//s^(2) ).

A wheel of radius R=1 m rolls on ground with uniform velocity v=2 m/s . Calculate the relative acceleration of topmost point of wheel with respect to bottom most point (in m//s^(2) ).

A wheel of radius R rolls on the ground with a uniform velocity v. the velocity of topmost point relative to the bottommost point is

A wheel of radius R rolls on the ground with a uniform velocity v. The velocity of topmost point relative to the bottommost point is

A wheel of radius R rolls on the ground with a unifrom velocity v . The velocity of topmost point releative to bottom must point is

A wheel rolls on a horizontal path with uniform velocity. Prove that the velocity of any point on the circumference of the wheel with respect to its centre is equal to the velocity of the wheel. What will be the instantaneous velocity of the point on the wheel which touches the ground?

A wheel of radius r rolling on a straight line, the velocity of its centre being v . At a certain instant the point of contact of the wheel the ground is M and N is the highest point on the wheel (diametricaly opposite to M ). The incorrect statement is -