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What is the angular velocity of parking satellites?

What is the angular velocity of parking satellites? Correct Answer pi/12 rad/hr

Parking satellites (or) geostationary satellites have a time period of 24 hours. This means that it takes 24 hours to complete 1 revolution, i.e., 2*pi radians. Therefore; angular velocity = (2 x pi)/24 rad/hr = pi/12 rad/hr.

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The Proper sequence should be:
The rate of change of angular speed is constant. What will be the expression for change in angular speed after time dt, if angular acceleration is ‘a’? The initial angular speed is ‘w’.