6. You are the question designer! Create a limit problem where you must correctly apply L'Hospital's Rule twice in order to evaluate the limit. The ground work is laid out for you below. Determine the functions f'(x), g'(x), f(x), and g(x) to result in the following limit. Don't forget about the criteria needed in order to apply L'Hospital's Rule. lim J(x) L'H f'(x) = lim x-0 g(x) After 1" application of L'Hospital's Rule x-0 g (x) L'H lim f"(x) + After 2"" application of L'Hospital's Rule X-0 g "(x) = lim e' + cos(x) The resulting limit x-+0 12x - 6 e' + cos(0) - Evaluating the limit 12(0) - 6 1+1