In the diagram below, the graphs of f g and h are shown. The graphs intersect at A on the x-axis. The graph of cuts the y-axis at B and the graph of g cuts the x-axis at C. The graph of h passes through A and the turning point of g. The equation of the line through D and E is given by y=-2x+4 (a) (b) (c) (d) (e) (f) 32 9609 @ 86 (g) (h) (i) () (k) Determine the equation of f Determine the coordinates of A and B. Determine the equation of g. Determine the coordinates of C. Determine the length of AC. Write down the domain off and g Write down the range of /and g For which values of is the graphi of g increasing and decreasing Determine the equation of h Determine the coordinates of D and E Determine the point of intersection (F) of the two lines Determine the maximum value of the graph y= g(x)-4 (-2:2) C E 175 y=-2x+4