Two wheels are connected by a belt.The radius of larger wheel is three times that of the smaller one.What is the ratio of the angular velocity of the two wheels i.e.`(omega_(b))/(omega_(s))` ?

Two wheels are connected by a belt. The radius of larger wheel is three times that of the smaller one . What is the ratio of the rational inertia of larger wheel to the smaller wheel , when both wheels to the same angular momentum ?

In the given figure, two wheels P and Q are connected by a belt B. The radius of P is three times as that of Q. In case of same rotational kinetic energy, the ratio of rotational inertias ((I_(1))/(I_(2))) will be x:1 The value of x will be ________

The radius of the wheel of a wheel and axle is 4 times the radius of the axle. What is the mechanical advantage of the wheel and axle?

Two wheels A and C are connected by a belt B as shown in figure. The radius of C is three times the raedius of A . What would be the ratio of the rotational inertias (I_(A)//I_(C)) if both the wheels have the same rotational kinetic energy?

Wheels A and B in Figure are connected by a belt that does not slip. The radius of B is 3.00 times the radius of A . What would be the ratio of the rotational inertias I_A//I_B if the two wheels had same angular momentum about their central axes. .

The angular velocity of a wheel is 70 rad//sec . If the radius of the wheel is 0.5 m , then linear velocity of the wheel is

If a poit on the circumference of a wheel having diameter 4 m has velocity of 1600 cm/s, then the angular velocity of the wheel will be

The ratio of the radii of two wheels is 3:4. The ratio of their circumference is

Two wheels having radii in the ratio 1 : 3 are connected by a common belt. If the smaller wheel is accelerated from rest at a rate 1.5 rads^2 for 10 s, find the angular velocity of bigger wheel