https://file.aiquickdraw.com/mathbot/file/1727711270489oqooazqo.jpg

It seems the text extracted from the image contains some inaccuracies. Let's manually correct and reformat the data as seen in the image. The correct set of values appears to be:

```
80%, 97%, 62%, 58%, 76%, 81%, 77%, 76%, 91%, 66%
50%, 34%, 72%, 55%, 73%, 72%, 81%, 88%, 73%, 79%
78%, 76%, 56%, 82%, 88%, 72%, 65%, 58%, 71%, 70%
77%, 83%, 41%, 73%, 72%, 48%, 74%, 89%, 86%, 92%
```

Now, I'll order them from least to greatest.The sorted list of percentages from least to greatest is:

\[34\%, 41\%, 48\%, 50\%, 55\%, 56\%, 58\%, 58\%, 62\%, 65\%, 66\%, 70\%, 71\%, 72\%, 72\%, 72\%, 72\%, 73\%, 73\%, 73\%, 74\%, 76\%, 76\%, 76\%, 77\%, 77\%, 78\%, 79\%, 80\%, 81\%, 81\%, 82\%, 83\%, 86\%, 88\%, 88\%, 89\%, 91\%, 92\%, 97\%\]

Would you like to go into further details or ask any questions?

Here are five related questions you might want to explore:

1. How can you calculate the median of these percentages?
2. What is the range of these values, and what does it tell you about their spread?
3. How would you find the mode in this list of percentages?
4. Can you compute the mean (average) of these values?
5. How would you group these percentages into intervals for frequency distribution?

**Tip**: Sorting values is often the first step in calculating measures of central tendency, such as the median and mode.

Order the given percentages from least to greatest.

Learn how to order a set of percentages from least to greatest. This example includes sorting a list of percentages ranging from 34% to 97%. A fundamental concept for students in Grades 4-6.

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