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The image shows a scatter plot with a trend line, where the trend line is negatively sloped. The prompt asks to fill in two blanks based on where the trend line lies in relation to the data points.

The phrase would likely be something along the lines of:

"[Yes/No], because the trend line lies [close/further from] the data points."

Based on the scatter plot, the trend line seems reasonably close to the data points, indicating that the data points fit the line well. Hence, the correct answer would be:

**Yes, because the trend line lies close to the data points.**

This means that the trend line is a good fit for representing the general trend of the data.

Would you like more details or have any questions?

Here are 5 related questions:
1. What is a trend line, and how is it used in scatter plots?
2. How do you interpret a negatively sloped trend line?
3. What factors determine whether a trend line is "close" to data points?
4. What are other methods for evaluating the fit of a trend line?
5. How can we calculate the equation of a trend line for a set of data points?

**Tip:** The closer a trend line is to the data points, the better it represents the relationship between variables in the dataset.

Fill in the blanks: [____], because the trend line lies [____] the data points.

Learn how to interpret trend lines in scatter plots. This problem helps understand the relationship between data points and the trend line, focusing on whether the trend line lies close or further from the points. Suitable for students in Grades 6-9.

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