A survey was conducted of STAT 206 students and they were asked their height in inches.
The mean of the sample was 69.76 inches. The standard deviation of the sample was 3.8 inches.
What is your height in inches as a whole number? 

The survey results provided a mean height of 69.76 inches with a standard deviation of 3.8 inches. However, the question "What is your height in inches as a whole number?" refers to your specific height, which I don’t have unless you provide it. 

Would you like to clarify or provide your height data for me to process?

Here are some questions related to your example:
1. How do you calculate a z-score for a given height in this sample?
2. What is the range of heights within one standard deviation of the mean?
3. How would you interpret the standard deviation in the context of this data?
4. If your height was 75 inches, how would it compare to the sample mean?
5. What statistical tests could you use to compare this sample to another group's height data?

**Tip:** When analyzing height data, always ensure you know if it's normally distributed, as it affects how we interpret means and standard deviations.

A survey was conducted of STAT 206 students and they were asked their height in inches. The mean of the sample was 69.76 inches. The standard deviation of the sample was 3.8 inches. What is your height in inches as a whole number?

Analyze height data from a STAT 206 survey with a mean of 69.76 inches and a standard deviation of 3.8 inches. Learn to calculate z-scores, interpret the standard deviation, and compare individual heights to the sample mean. This example covers key statistical concepts for introductory statistics students.

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