Question

step 1 of 3: list the ordered pairs corresponding to the points in the graph.
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Explanation:

Step1: Determine coordinates of point A

To find the coordinates of point A, we look at its position on the x - y plane. The x - coordinate (horizontal axis) and y - coordinate (vertical axis) are determined by the grid. For point A, moving along the x - axis (which is the horizontal line), we can see that it is at \(x=-9\) (since it is 9 units to the left of the origin on the x - axis) and along the y - axis (vertical line), it is at \(y = - 6\) (6 units below the origin on the y - axis). So the coordinates of A are \((-9,-6)\).

Step2: Determine coordinates of point B

For point B, on the x - axis, it is 2 units to the right of the origin, so \(x = 2\), and on the y - axis, it is 8 units above the origin, so \(y=8\). Thus, the coordinates of B are \((2,8)\).

Step3: Determine coordinates of point C

Point C: On the x - axis, it is 8 units to the left of the origin (\(x=-8\)) and on the y - axis, it is 7 units above the origin (\(y = 7\)). So the coordinates of C are \((-8,7)\).

Step4: Determine coordinates of point D

Point D: On the x - axis, it is 3 units to the left of the origin (\(x=-3\)) and on the y - axis, it is 8 units above the origin (\(y = 8\)). So the coordinates of D are \((-3,8)\).

Answer:

\(A(-9,-6)\), \(B(2,8)\), \(C(-8,7)\), \(D(-3,8)\)