Compute the torque acting on a wheel of moment of inertia `10kgm^(2)`, moving with angular acceleration `5 rad s^(-2)`.

Express torque in terms of moment of inertia and angular acceleration.

Compute the angular acceleration of a wheel having moment of inertia 20kgm^(2) , when a torque of 10Nm is applied on the wheel.

Compute the angular acceleration of a wheel having moment of inertia 20kgm^(2) , when a torque of 10Nm is applied on the wheel.

Compute the angular acceleration of a wheel having moment of inertia 20kgm^(2) , when a torque of 10Nm is applied on the wheel.

A torque of 50 N-m acting on a wheel at rest rotates it through 200 rad in 5 sec. Its angular acceleration is -

The torque required to stop a wheel having moment of inertia 5xx10^(-3)kgm^(2) from a speed of 10 radian s^(-1) in 20s is

The torque required to stop a wheel having moment of inertia 5xx10^(-3)kgm^(2) from a speed of 10 radian s^(-1) in 20s is