Rank the below data sets in order from smallest to largest standard deviation. Assume the scales on the horizontal axis are the same in each histogram.

Smallest:

Middle:

Largest:

To rank the data sets in order of standard deviation from smallest to largest, I would need to evaluate the spread of the data in each histogram. Since you mentioned that the scales on the horizontal axis are the same, the histogram with the most concentrated data (where the data points are closest together) will have the smallest standard deviation, and the one with the data spread out the most will have the largest standard deviation.

To proceed with this:

1. **Upload the images** of the histograms, or describe them if visual assessment is sufficient.
2. I will analyze them and provide the correct ranking.

Would you like to upload the histograms or describe them in detail?

Learn how to rank data sets based on standard deviation in statistics. Understand the concept of standard deviation and how it reflects data spread in histograms with equal scales on the horizontal axis. Suitable for high school students learning statistics.

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