\f5. Find each limit, if it exists. It a limit doesn't exist, state 30. W? 2 {a} mu 1H: x x l b l' - ( 1.23:1}[x1 111x] (c) lim tan 2x6. Below is the graph of g), not f{x). (a) State the intervals on which for] is increasing and decreasing 3. determine the x-values for which x) has a local max or min. (b) State the intervals on which f(x) is concave up and concave down 8: determine the x-values for which x] has an inection point. (c) Next to f'(x), draw the graph of x) assuming that f (0):!) and x) is continuous