To graph the relation provided in the image, you need to plot each point from the set of ordered pairs. The points to plot are:

1. $(-5, -2)$
2. $(6, -3)$
3. $(-3, 5)$
4. $(8, 8)$
5. $(0, -1)$

Step-by-Step Plotting Guide:

• Locate each $x$-coordinate on the horizontal axis and each $y$-coordinate on the vertical axis.
• Place a point at the intersection for each pair.

Plotted Points:

1. $(-5, -2)$: Move 5 units left on the $x$-axis and 2 units down on the $y$-axis.
2. $(6, -3)$: Move 6 units right on the $x$-axis and 3 units down on the $y$-axis.
3. $(-3, 5)$: Move 3 units left on the $x$-axis and 5 units up on the $y$-axis.
4. $(8, 8)$: Move 8 units right on the $x$-axis and 8 units up on the $y$-axis.
5. $(0, -1)$: Stay at the origin on the $x$-axis and move 1 unit down on the $y$-axis.

Once these points are plotted, they represent the relation visually on the graph.

Would you like more details on graphing relations or have any specific questions?

Here are five related questions you might find useful:

1. What is a relation in terms of ordered pairs?
2. How do you determine if a relation is a function?
3. What are common ways to represent relations other than graphing?
4. How can you identify the domain and range from a set of ordered pairs?
5. What is the significance of the origin in graphing?

Tip: When plotting points, double-check each coordinate pair to ensure accuracy in positioning on the graph.