X = , Y = (1 point) A bug is located at the point (3,0) at time t = 0 and crawls at the rate of 9 units/minute in the counterclockwise direction along the circle centered at the origin of radius 3. Find the coordinates (x, y) which give the location of the bug after 32 minutes. help (numbers) After how many minutes will the bug first return to the location (3,0)? 2.094 minutes Give the coordinates (x(t), y(t)) at an arbitrary time t > 0. x(t) = 3(cos(9t/3) , y(t) = 3(sin(9t/3)) help (formulas) 200