A candy dish that rotates is called a lazy susan. This lazy susan is a uniform disk (M = 0.92 kg, R = 0.252 m) rotating about the center of the disk on a frictionless bearing. Suppose a large bug of mass m = 36.6 g sits at rest at on the edge of the empty lazy susan, which is initially at rest. The bug now begins to walk along the circumference of the disk at vrel = 6.05 cm/s relative to the disk. Find ω, the angular speed of the lazy susan.