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It appears that Question 6 is partially cut off in the image. Based on the visible information and typical questions associated with such graphs, I will provide a comprehensive solution covering the likely parts of the question. Assumed Question 6: The curve with the equation y = 2x(3-x) crosses the x-axis at O and B. The line y = 2x - 2 intersects the curve at points P and Q. a)* Find the coordinates of O and B. b)* Find the coordinates of P and Q. c)* Find the area of the region enclosed by the curve and the line. --- Solution for Question 6: Part a): Find the coordinates of O and B. The curve y = 2x(3-x) crosses the x-axis when y=0. 2x(3-x) = 0 This equation holds if 2x = 0 or 3-x = 0. x = 0 or x = 3 Since O is the origin, its coordinates are (0,0). The other point B has coordinates (3,0). The coordinates are O=(0,0), B=(3,0). Part b): Find the coordinates of P and Q. To find the intersection points of the curve $y = 2x(3-