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The boxplot compares the salary distributions of construction workers and teachers. To answer the question of what percentage of teachers a construction worker making the maximum salary earns more than, follow these steps:

1. **Identify the maximum salary of a construction worker**: Based on the boxplot, the maximum salary is approximately $55,000.

2. **Compare this to the salary distribution of teachers**: 
   - The maximum salary for teachers appears to be around $45,000.
   - Since $55,000 (the maximum salary for construction workers) is higher than the maximum teacher salary of $45,000, a construction worker earning this amount is making more than all teachers.

Thus, the person making the maximum salary for a construction worker is earning more than **100%** of teachers.

Would you like more details or have any questions?

Here are five related questions to expand understanding:
1. What is the median salary for both construction workers and teachers?
2. How do the interquartile ranges (IQR) for both professions compare?
3. What percentage of construction workers make more than the median salary of teachers?
4. How does the lower quartile of construction workers' salaries compare to the upper quartile of teachers' salaries?
5. If a person is making the minimum salary for construction workers, how does that compare to teachers' salaries?

**Tip**: Boxplots are great tools for visualizing the spread and distribution of data. Always check the range, median, and quartiles for insightful comparisons.

If a person is making the maximum salary for a construction worker, they are making more than what percentage of Teachers?

Learn how to compare the maximum salary for construction workers and teachers using boxplot analysis. This problem explores percentile calculations and provides insights into how a construction worker’s salary compares to that of teachers. Ideal for students in Grades 9-12.

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