An angular velocity of 6.2832 rad/s equals 60 rpm and 1 Hz.
One full turn is 2π ≈ 6.283 radians, so ω = 2π·f links angular velocity to frequency directly.
Each full revolution takes 1 s (the period T = 2π/ω).
At the chosen radius, a point on the object moves at a linear speed of 3.142 m/s (v = ω·r).
Next stepUse ω with the moment of inertia I to find rotational kinetic energy (½·I·ω²) or angular momentum (I·ω); toggle the advanced option to do it here.