Question

the frequency distribution in the table represents the square footage of a random sample of 506 houses that are owner occupied year round. approximate the mean and standard deviation square footage. click the icon to view the data table. the sample mean square footage is 2424 square feet. (round to the nearest whole number as needed.) the sample standard deviation is 597 square feet. (round to the nearest whole number as needed.)

Explanation:

Step1: Identify the given values

The sample mean square footage is given as \( 2424 \) square feet, and the sample standard deviation is given as \( 597 \) square feet. Since the problem already provides these values (presumably after the necessary calculations for mean and standard deviation from the frequency distribution of square footage of houses), we just need to present them as the final answers for mean and standard deviation respectively.

Answer:

The sample mean square footage is \(\boldsymbol{2424}\) square feet.
The sample standard deviation is \(\boldsymbol{597}\) square feet.