Which graph on a plane (not along the real number line) from below belongs to the inequality: \( x \leq 6 \)

To determine which graph on a plane corresponds to the inequality \( x \leq 6 \), we need to understand what this inequality represents. 1. **Understanding the Inequality**: - The inequality \( x \leq 6 \) means that we are interested in all points where the x-coordinate is less than or equal to 6. - This describes a vertical line at \( x = 6 \) and includes all points to the left of this line. 2. **Graphing the Inequality**: - The line \( x = 6 \) itself will be a solid line because the inequality includes equality (the "less than or equal to" part). - The region that satisfies the inequality will be all the points to the left of this line, including the line itself. 3. **Identifying the Correct Graph**: - Look for a vertical line at \( x = 6 \) that is solid (not dashed) and shaded or filled to the left side of the line. If you have specific graphs to choose from, you would look for the one that matches this description. If you can provide the graphs, I can help you identify the correct one.