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In this graph, the amounts donated by school students and adults are represented by different colored dots (black for school students and yellow for adults). Let's break down the data from the graph to answer the question:

### Observations from the graph:
1. **Range of donations by school students**: 
   - The amounts donated by school students (black dots) are mainly clustered in the lower range. Many school students donated amounts between $0 and $20, with a smaller number of donations in higher ranges like $30, $40, and $80.
   
2. **Range of donations by adults**:
   - The donations from adults (yellow dots) are spread out more evenly across the entire range. There are fewer donations at the lower end ($0 to $20), but more adults donated larger amounts like $40, $50, and $80.

### Answer to the question (part d):
The amounts donated by school students are generally lower compared to the amounts donated by adults. Most school students donated between $0 and $20, whereas adults donated larger amounts, with more donations in the $40 to $80 range. This suggests that school students tend to give smaller amounts, while adults are more likely to donate larger amounts. For example, there are multiple school student donations around $10, but more adult donations are clustered at $40 and above.

Would you like further clarification or a deeper analysis? Here are five related questions to expand on this:

1. What percentage of donations from school students fall under $20?
2. What is the mean donation amount for school students versus adults?
3. How does the spread (range) of donations compare between school students and adults?
4. Could there be reasons why adults donate larger amounts than school students?
5. How would a median donation calculation help in understanding this data?

**Tip**: To better compare data distributions like this, consider calculating both the mean and the median of the donations for each group. These measures provide insights into central tendencies and spread of the data.

How are the amounts donated by school students different from the amounts donated by adults? Use numbers from the graph to support your answer.

Learn how to analyze data distribution and understand the differences in donation amounts between school students and adults. This problem involves statistical analysis, understanding ranges, and data interpretation. Suitable for students in Grades 6-8.

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