5. Consider the following graph. (8, 32) -30 20 -10 (-2, 7) - 10 10 (-4, -4) -10 (1, 6.5) -20 (4, -20) (a) (2 points) List all local minima for the graph (b) (2 points) Find where the absolute maxima is at. (c) (2 points) Find all inflection points for the graph (d) (2 points) Find the intervals where the graph is concave down. (e) (2 points) What is the possible degree of this graph, assuming there are no other turning points in the version of this graph of infinite domain