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. .

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 ________

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)) ?

The radius of a wheel is R and its radius of gyration about its axis passing through its center and perpendicualr to its plane is K. If the wheel is roling without slipping. Then the ratio of tis rotational kinetic energy to its translational kinetic energy is