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The question asks to identify the outlier on the scatter graph. An outlier is typically a point that does not follow the general pattern of the other data points.

From the scatter graph:

- The x-axis represents the "Amount of rainfall (mm)" ranging from 0 to 8 mm.
- The y-axis represents the "Number of hours of sunshine," ranging from 0 to 12 hours.

Most of the points seem clustered, but one point stands out significantly at the coordinate \((8, 1)\), which doesn't follow the general trend of the other points.

So, the outlier point is \((8, 1)\).

Would you like further details or have any questions? Here are some related questions for further practice:

1. What is the general relationship between rainfall and sunshine as shown in this graph?
2. How would you describe the trend shown in the graph (positive, negative, or no correlation)?
3. If you were to exclude the outlier, what might the line of best fit look like?
4. How can outliers affect statistical analysis and predictions?
5. What other methods can you use to identify outliers in a dataset?

**Tip**: Outliers can significantly affect statistical results, especially in regression models or averages. Always examine their cause before removing them.

The scatter graph shows information about the amount of rainfall, in mm, and the number of hours of sunshine for each of ten English towns on the same day. One of the points is an outlier. Write down the coordinates of this point.

Learn how to identify outliers in a scatter graph using data from ten English towns showing rainfall in mm and hours of sunshine. This problem covers key concepts like correlation and outliers, ideal for students in Grades 7-9.

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