2. Suppose that f and g are graphed below. Assume that all of the \"dots" represent points with integer coordinates. Also, assume that the \"pieces\" of the graph of g are straight line segments. The graph of f The graph of 9 Compute the following limits, if they exist. If the limits do not exist, clearly explain Why they do not exist. (a) 11111 f(9(:r)) :c>4 0)) lim f (906)) 1732 (C) lim f (906)) :c>2 (d) lim 9(f($)) :L'>6_ . 2 (e) 113,9(3) (f) 51%., c08(7'rf(x))