Find the x-coordinate by going right on the horizontal x-axis until you come across the line that is directly under the point. The x-coordinate is $\displaystyle 2$.

Now, continue up until you reach the point and look across to the vertical y-axis. The y-coordinate is $\displaystyle 4$.

$\displaystyle (2,4)$ is then the coordinate of the point.

Find the x-coordinate by going right on the horizontal x-axis until you come across the line that is directly under the point. The x-coordinate is $\displaystyle 2$.

Now, continue up until you reach the point and look across to the vertical y-axis. The y-coordinate is $\displaystyle 6$.

$\displaystyle (2, 6)$ are the coordinates for point A.

Find the x-coordinate by going left on the horizontal x-axis until you come across the line that is directly above the point. The x-coordinate is $\displaystyle -4$.

Now, continue down until you reach the point and look across to the vertical y-axis. The y-coordinate is $\displaystyle -2$.

$\displaystyle (-4, -2)$ are the coordinates for point C.

Find the x-coordinate by going left on the horizontal x-axis until you come across the line that is directly under the point. The x-coordinate is $\displaystyle -4$.

Now, continue up until you reach the point and look across to the vertical y-axis. The y-coordinate is $\displaystyle 4$.

$\displaystyle (-4, 4)$ are the coordinates for point D.

Find the x-coordinate by going right on the horizontal x-axis until you come across the line that is directly above the point. The x-coordinate is $\displaystyle 2$.

Now, continue down until you reach the point and look across to the vertical y-axis. The y-coordinate is $\displaystyle -2$.

$\displaystyle (2, -2)$ are the coordinates for point E.

Find the x-coordinate by going left on the horizontal x-axis until you come across the line that is directly above the point. The x-coordinate is $\displaystyle -4$.

Now, continue down until you reach the point and look across to the vertical y-axis. The y-coordinate is $\displaystyle -6$.

$\displaystyle (-4, -6)$ are the coordinates for point F.

Find the x-coordinate by going right on the horizontal x-axis until you come across the line that is directly under the point. The x-coordinate is $\displaystyle 2$.

Now, continue up until you reach the point and look across to the vertical y-axis. The y-coordinate is $\displaystyle 3$.

$\displaystyle (2, 3)$ are the coordinates for point G.

Find the x-coordinate by going right on the horizontal x-axis until you come across the line that is directly under the point. The x-coordinate is $\displaystyle 6$.

Now, continue up until you reach the point and look across to the vertical y-axis. The y-coordinate is $\displaystyle 5$.

$\displaystyle (6, 5)$ are the coordinates for point H.

Since there is no movement on the x-axis, the x-coordinate is $\displaystyle 0$.

Go up the vertical y-axis until you reach the point. The y-coordinate is $\displaystyle 5$.

$\displaystyle (0, 5)$ are the coordinates of point J.

Find the x-coordinate by going right on the horizontal x-axis until you come across the line that is directly above the point. The x-coordinate is $\displaystyle 2$.

Now, continue down until you reach the point and look across to the vertical y-axis. The y-coordinate is $\displaystyle -5$.

$\displaystyle (2, -5)$ are the coordinates for point L.