A flywheel rotating at `420` rpm slows sown at a constant rate `2 rad s^(-2)`. What time is required to stop the flywheel ?

A flywheel rotating at 420 rpm slows down at a constant rate of 2 rad s^(-2) . The time required to stop the flywheel is:

A flywheel rotating at 420 rpm slows down at a constant rate of 2 rad s^-2 The time required to stop the flywheel is.

A flywheel rotating at the rate of 120 rpm slows down at a constant rate of 2 rad s^(-2) . What time is required to stop the flywheel and how many rations does it make in the process ?

A flywheel is rotating at the rate of 100 rpm and slows down at a constant rate of 1 " rad"//"s"^2 . Calculate the time required to stop the flywheel and the number of rotations made by the flywheel before coming to rest?

The motor of engine rotating at an angular velocity of 500 rpm slows down at a constant rate of 2.5rads^(-2) . Calculate the time required to stop the motor.

A flywheel is revolving at 150 revolutions per minute. If it decelerates at a constant rate of 2pi rad//s^2 , then time required to stop it is

A flywheel is revolving at 150 revolutions per minutes .If deccelerates at a constant rate of 2 pi rad //s^(2) , then time requred to stop it is

A flywheel of mass 1 metric ton and radius 1 m is rotating at the rate of 420 rpm. Find the constant retarding torque required to stop the wheel in 14 rotations, assuming mass to be concentrated at the rim of the wheel.

An electric motor of power 75 W rotates a flywheel of moment of inertia 0.36 kg - m^(2) at a constant rate of 100 rad s^(-1) . If the power is switched off, the time taken for the wheel to come to rest is