1. Let f and g be the functions with the graphs given below. Evaluate the following limits: HIGH lim g (5 f(x)) +-5 lim g(f(x)) H-13+ lim_g (f(x) +5) +--2- Explain your steps. 410 -1 0 (1 HN 10 -3 HO 11 14 (a) The graph of function. V 1-5 (e) (2) = 2, (f) f(r) has a vertical asymptote at z = 2. (g) f(r) is continuous for > 2. (h) lim (z) does not exist. PIE 140 (a) lim f(z) 2. 17-8 (b) f(-3) = 2. (c) lim f(z) does not exist due to jump discontinuity. H--3 (d) f'(0) < f(1)--)). #3 2 41 A 0 D LT 2 -3 E. 11 20 1. 2. Sketch the graph of a fimction f(x) defined for all z e R that satisfies all of the following properties given by (a)-(h) below. (b) The graph of function g.