Yestion 6. Graph a function that has all of the following properties: . Continuous and differentiable for all real numbers f' (x) 0 on (-6, 1) U (3, 00) . f"(x) > 0 on (-00, -6) U (3, 00) f"(x) 0 on (-0o, -2) U (0, 3) . f'(x) 0 on (5, 00) . An inflection point at (5, 1) Question 8. Graph a function that has all of the following properties: . Continuous everywhere except when x = -4, where there is a vertical asymptote . Differentiable everywhere except when x = -4 and x = -1 . f'(x) 0 on (-5, -4) U(-1, 2) . f"(x) > 0 on (-0o, -4) U(-4, -3) . f"(x)