Evaluate the limit below. (2+ h) - 4 lim h0 If we define h (2+ h) - 4 F(h): = h then we can't compute the limit by letting h=0 since F(0) is undefined. But if we simplify E algebraically, we find that F(h) = == (Recall that we consider only h 0 when letting h approach 0.) Thus (2 + h) - 4 lim h0 h = lim h0 Question Help: Message instructor