https://file.aiquickdraw.com/mathbot/file/1725735298933x8tg25xn.jpg

It appears that you've uploaded an image containing a problem involving boxplots and percentage calculations. To analyze this correctly, I'll first describe the image contents and then walk you through the solution.

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**Description of the Image:**

The problem shows a boxplot comparing the number of books read per student in two different regions, A and B. The plot presents medians, quartiles, and ranges, and the question asks about percentages of students who read books based on the boxplot data. The question offers multiple choices labeled A, B, C, and D, asking which of the following statements best describes the comparison.

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**Analysis of the Boxplot:**

1. **Boxplot for Region A:**
   - The middle 50% (interquartile range) of students read between 3 and 7 books.
   - The median (middle value) is around 5 books.
   - The range spans from approximately 1 to 9 books, with one or more outliers.

2. **Boxplot for Region B:**
   - The interquartile range for region B is wider, ranging from 4 to about 12 books.
   - The median number of books is about 8.
   - The total range goes from approximately 2 to 15 books.

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**Interpreting the Options:**

Each option appears to deal with the percentage of students who read more or fewer books, as represented by the quartiles of the boxplots. The options refer to different statements regarding the percentages of students in regions A and B who have read books based on the interquartile ranges and medians.

Without clearer image data, the interpretation of the exact numbers may be a bit challenging, but the task is to analyze the quartile ranges and compare the percentages. We can use the interquartile ranges, medians, and whiskers to interpret the likely percentage distribution in each case.

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Would you like further explanation on any specific choice, or should I interpret one of the answer choices in detail? Let me know if you want more clarification, and I can break down the percentages more clearly.

The image presents a boxplot comparing the number of books read per student in regions A and B. The boxplot includes medians, quartiles, and ranges, with a question asking which of the following statements best describes the comparison of reading behavior across these two regions. The multiple-choice options address the percentage of students who read books in regions A and B based on the quartiles of the boxplot.

This problem compares the number of books read by students in two regions, A and B, using boxplots. It covers statistical concepts like medians, interquartile range, and percentage calculations. The task is to determine which statement accurately describes the reading behavior of students based on the boxplot data. Suitable for students in Grades 9-12.

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