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Find the standard deviation for men and women

To calculate the standard deviation, you simply extract it from the table.

In the image:
- For **Males**: The standard deviation (denoted by **σ**) is **3.6573**.
- For **Females**: The standard deviation (**σ**) is **2.1764**.

If you have any further questions or want additional details, feel free to ask!

Here are 5 related questions:
1. How is the standard deviation calculated from raw data?
2. Why is the standard deviation for females smaller than for males in this case?
3. What is the difference between population standard deviation (σ) and sample standard deviation (s)?
4. How does the standard deviation impact the interpretation of life expectancy?
5. What does a higher standard deviation tell us about the distribution of life expectancy?

**Tip:** When comparing distributions, a smaller standard deviation indicates that the data points are closer to the mean, while a larger one shows more variability.

Learn how to extract the standard deviation from life expectancy data for men and women. This problem involves statistical concepts and calculations. For males, the standard deviation is 3.6573, while for females, it is 2.1764. Ideal for students in Grades 9-12.

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