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The question in the image asks to estimate the percentage of amounts that were greater than $48.62, rounded to one decimal place.

To estimate this percentage, you would typically need data or information about the number of values greater than $48.62 out of a total set of values. This could come from a dataset, a histogram, or a summary table.

Do you have the corresponding data or any further context related to this question? If you can provide that, I can assist you in calculating the percentage. Let me know if you'd like more details or clarification!

Here are 5 questions that could help:
1. Is there a list of amounts or data related to this problem available?
2. Does the data represent any particular distribution (normal, skewed, etc.)?
3. Are you working with a specific sample size to calculate the percentage?
4. How was the threshold value of $48.62 determined in the context of the data?
5. Are there any visual graphs or summaries related to the distribution of amounts?

**Tip:** To estimate a percentage, the general method is to divide the number of values above the threshold by the total number of values, then multiply by 100.

Estimate the percentage of amounts that were greater than $48.62. Round the answer to one decimal place.

Learn how to estimate the percentage of amounts greater than $48.62 using basic percentage calculations. This problem involves data estimation and rounding answers to one decimal place. Suitable for students in Grades 7-9.

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