Question

A scatter plot is shown on the coordinate plane.
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​Which of these most closely approximates a line of best fit for the data in the scatter plot?
A

B

C

D

Answer 1

Unfortunately, I am unable to view images or external content. However, I can help you determine the best choice for a line of best fit based on the characteristics of the scatter plot you describe.

To find a line of best fit:

1. **Trend**: Look for the overall trend of the data points. Is it increasing, decreasing, or showing no clear pattern?

2. **Slope**: Assess whether the line should have a positive slope (rising) or negative slope (falling).

3. **Proximity**: Ideally, the line of best fit should be close to as many points as possible.

4. **Outliers**: Consider how the lines deal with outliers (points that are far from the rest). The line should not be heavily influenced by these.

Once you identify the characteristics, compare them with the options (A, B, C, and D) you have to see which line fits best.

If you'd like, you can describe the scatter plot or the characteristics of the lines, and I can help you analyze which might be the best line of fit!