A mouse moves right and left in a straight tunnel. The mouse's velocity v(t) (in centimeters per second) during the time interval [0, 45] seconds is given below. Positive velocity corresponds to motion towards the right end of the tunnel. Assume the mouse starts at the center of the tunnel at time t = 0. V(t) 30 20 10 0 -10 10 15 24 2 3 40 45 -20 -30 (a) Where is the mouse at 27 seconds? -Select-- (b) On the interval 0 s t S 29 when is the mouse furthest from the center of the tunnel? -Select- (c) Arrange the following integrals from smallest to largest. Note: you do not need to find actual values. 45 .45 A = v(t ) at B = v(t)dt C = 30 |v(t) | dt 30 --Select-- 4