what is the mean and standard deviation of these numbers: 3,350	3,250	3,800	3,650	3,650	3,450	3,300	3,550	3,450	3,750


The mean of the given numbers is \( 3520.0 \), and the standard deviation is approximately \( 180.55 \).

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Here are 5 related questions you might explore:
1. How does the standard deviation change if one value is an outlier?
2. What is the variance of this dataset?
3. How do you calculate the mean and standard deviation manually?
4. What is the difference between population and sample standard deviation?
5. How does changing the dataset affect the mean and standard deviation?

**Tip:** The standard deviation is a measure of how spread out the numbers are from the mean; a smaller standard deviation means the values are closer to the mean.

What is the mean and standard deviation of these numbers: 3,350 3,250 3,800 3,650 3,650 3,450 3,300 3,550 3,450 3,750

Find the mean and standard deviation of a dataset containing the values 3,350, 3,250, 3,800, 3,650, and others. This problem covers key concepts in descriptive statistics, including how to calculate the mean and the standard deviation using the appropriate formulas. Suitable for students in Grades 9-12.

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