(1) Find the absolute maximum and/or minimum points and values for r(x) = -3 on (3,7). (2) Graph the polynomial P(x) = x- 6x+9x using calculus by the flowing steps: (a) Find the x- and y-intercepts of the graph y= P(x); (b) Determine the end behavior, of the graph, as x 0; (c) Determine the intervals on which the function is increasing and/or decreasing and find its local extrema; (d) Determine the concavity of the curve y = P(x) and the points of inflection (if any); (e) Sketch the graph of the function using the above information (Hint: Find some additional points in each interval).