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The results for the given data set are:

**a.** The range is \( 9 \) grams.  
**b.** The standard deviation is \( 2.8 \) grams (rounded to the nearest tenth).

Would you like more details or have any further questions?

Here are 5 follow-up questions you may find helpful:
1. How is the range of a data set different from the interquartile range?
2. What is the variance of this data set?
3. How would the calculations change if it were a sample standard deviation instead of a population standard deviation?
4. What is the median total fat content for this data set?
5. How does a high or low standard deviation affect data interpretation?

**Tip:** The range provides a quick sense of the spread in data, while the standard deviation gives a more detailed insight into how much values deviate from the mean.

The following are the amounts of total fat (in grams) in a sample of different kinds of sweet treats available at the local donut shop. What is the range and the standard deviation for this data set?

Learn how to calculate the range and standard deviation for a data set of total fat content in different sweet treats. This statistical problem explores the spread of the data and the amount of deviation from the mean. Suitable for students in Grades 8-10.

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