https://file.aiquickdraw.com/mathbot/file/1730759034282s6ecf66b.jpg

To describe the association in this scatter plot, let's analyze how the points are distributed in relation to the \( x \) and \( y \) axes.

### Analysis:
The scatter plot shows a general downward trend, where:
- As the values of \( x \) increase, the values of \( y \) tend to decrease.

### Answer:
This pattern is an example of a **negative association** (or negative correlation), as an increase in \( x \) corresponds with a decrease in \( y \).

### Fill-in Answer:
The answer should be completed as follows:
- "The scatter plot shows **negative** association because as the plotted values of \( x \) increase, the values of \( y \) generally **decrease**."

Would you like more details or have any other questions?

### Related Questions:
1. What is the difference between positive and negative associations in scatter plots?
2. How can you tell if an association is strong or weak in a scatter plot?
3. What does it mean if there's no association in a scatter plot?
4. How do you determine the line of best fit in a scatter plot?
5. What are real-life examples of negative associations?

### Tip:
When analyzing scatter plots, look at the overall direction of the points as \( x \) increases. This helps identify if the association is positive, negative, or nonexistent.

Describe the association in the scatter plot below.

Understand how to describe the association in a scatter plot with a negative correlation. This example demonstrates that as the plotted values of x increase, the values of y generally decrease, indicating a negative association.

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