Consider an object undergoing a rotational motion in the xy-plane about a fixed axis perpendicular to the plane of motion. let o be a point in the xy-plane, point p will move in a circular path with a radius latex: rr = 0.8 m. the relative position of point p along its circular path is given in meters as a function of time latex: s\: =\: 0.45\: t^{\frac{4}{3}}s = 0.45 t 4 3. determine the distance (s) traveled by point p along its path, and the magnitude of its linear velocity (v), tangential (at), normal (an), and net accelerations 3s after the motion began.