1. Graph the function and identify the open intervals on which the function is increasing, decreasing or constant. g(x) = 1x+51+(x-41-4 Behavior of g(x) on open intervals: Increasing: Decreasing: Constant: 2. Analyze the graph of h(x). Identify a) All local extrema b) Points of inflection_ c) Intervals on which the function is decreasing d) Intervals on which the function is increasing e) Intervals on which the function is concave up f) Intervals on which the function is concave down (-8, -1) (6, 0) (-4,-17) (0, -.35) [- 10, 10] by [ - 50, 50]