A wheel of radius 0.1 m (wheel A) is attached by a non-stretching belt to a wheel of radius 0.2 m (wheel B). The belt does not slip. By the time wheel B turn through 1 revolution, wheel A will rotate through:

Wheel A of radius r_(A)=10cm is coupled by a belt C to another wheel of radius r_(B)=25 cm as in the figure. The wheels are free to rotate and the belt does not slip . At time t=0 wheel A increases it's angular speed from rest at a uniform rate pi//2 rad //sec^(2) Find the time in which wheel B attains a speed of 100 rpm [ Hint : v_(A)=v_(B)]

Wheel A of radius r_(A)=10cm is coupled by a belt C to another wheel of radius r_(B)=25 cm as in the figure. The wheels are free to rotate and the belt does not slip . At time t=0 wheel A increases it's angular speed from rest at a uniform rate pi//2 rad //sec^(2) Find the time in which wheel B attains a speed of 100 rpm [ Hint : v_(A)=v_(B)]

A cycle wheel of radius 0.4 m completes one revolution in one second then the acceleration of a point on the cycle wheel will be

A wheel having radius 10 cm is coupled by a belt to another wheel of radius 30 cm . 1st wheel increases its angular speed from rest at a uniform rate of 1.5 "rads"^(-2) . The time for 2nd wheel to reach a rotational speed of 100rev/min is ... (assume that the belt does not slip )

A wheel is of radius 30 cm. If the wheel revolves 200 times in one minute then find the speed of wheel in km/hour.

A wheel having radius 10cm is coupled by a belt to another wheel of radius 30cm. 1^(st) wheel increases its angular speed from rest at a uniform rate of 1.57 rads^(-2) . The time for 2^(nd) wheel to reach a rotational speed of 100 rev/min is....(assume that the belt does not slip)

If a cycle wheel of radius 4 m completes one revolution in two seconds. Then acceleration of a point on the cycle wheel will be

A wheel covers a distance of 1,100 cm in one round. The radius of the wheel is :