You watch an owl flying 200 m above the ground while carrying a vole in its talons. It flys in a horizontal direction at 11.9 m/s. The vole wiggles free at t = 0 s, and it takes the owl 2.4 s to respond. When it does respond, it dives at a constant speed in a straight line, catching the vole 2 m off the ground. (a) What is the initial state of the owl? Fowl (0s) = Vow! (0s) + + 2 2 (b) What is the position of the owl when he starts his dive? Fowl (2.4 s) = [ + (c) What is the position function of the vole as it falls? 2 vole(t) = (| +( + t + 171 t + t) (e) How long does the vole fall before it is caught? tf = (f) Where is the owl when it catches the vole? Fowly)= + (g) How far did the owl have to dive to catch the vole? D = 2 (h) How fast did he have to dive to catch the vole? v = (i) What direction (unit vector) did the owl have to dive to catch the vole? + 2 (j) What was the velocity of the owl during the dive? V = + 2