1. **State the problem:** We are given a table of points representing followers and posts per month on social media. The first four points are plotted, and we need to determine where the last point (130 followers, 180 posts) should be plotted on the scatter graph. 2. **Understand the axes:** The horizontal axis represents followers, and the vertical axis represents posts per month. 3. **Locate the last point:** The last point has 130 followers (horizontal axis) and 180 posts per month (vertical axis). 4. **Analyze the given points:** - Points A, B, C, D are near 240-270 followers and 160-170 posts. - Points E, F are near 130-150 followers and 140-150 posts. - Points G, H are near 130 followers and 130-150 posts. 5. **Compare the last point:** Since the last point has 130 followers and 180 posts, it should be near 130 on the horizontal axis and 180 on the vertical axis. 6. **Conclusion:** The point closest to 130 followers and 180 posts is the single point at the bottom-right corner near 130 followers and 180 posts per month. **Final answer:** The last point should be plotted at the position of that single point near 130 followers and 180 posts per month, which corresponds to point **H** (or the single point described).