A bug is on the edge of a rotating record player moving toward a light positioned along the edge of record player as well. The bug is trying to reach the light by walking across the record player while it is spinning. The bug moves at a constant speed v relative to record players surface. The record player is spinning counterclockwise and the angular speed is omega=(alpha)t. the bug travels a straight line path to the light relative to the turntable's urface. Determine the accelerations acting on the bug as it crosses the record player as a function of time and the path that it would take as seen by an observer who is not rotating with the record player.