Determine the intervals on which the function is increasing, decreasing. and constant. 5) A) Increasing on (-2, O) and (3, 5); Decreasing on (1, 3); Constant on (-5, 2) B) Increasing on (1, 3); Decreasing on (-2, 0) and (3, 5); Constant on (2, 5) C) Increasing on (-1, O) and (3, 5); Decreasing on (0, 3); Constant on (-5, -3) D) Increasing on (-2, 0) and (3, 4); Decreasing on (-5, -2) and (l, 3) Determine the symmetry of the graph. 6) A) xaxis B) y-axis C) Origin D) No symmetry Give the equation of the function whose graph is described. 7) The graph of y = x2 is shifted 3 units to the left. This graph is then vertically shrunk by a factor of% and reflected across the xaxis. Finally, the graph is shifted 7 units downward. A)y=--;(x-3)2-7 B)y=%(X-3)2-7 Qy=-%(x-3)2+7 D)y=-%(X+3)2'7 2