which measure of center is the best to use to compare the prices of kid socks and adult socks?\nrange\nmean\n…

Brief Explanations:

The question asks for the best measure of center to compare the prices of kid socks and adult socks using the provided histogram.

• The range measures the spread (difference between maximum and minimum values), not the center.
• The standard deviation also measures the spread or variability around the mean, not the center.
• The mean is a measure of center, but it can be heavily influenced by the shape of the distribution (skewness) and outliers. Calculating an exact mean is also difficult with grouped data (price ranges).
• The median is the middle value of the dataset. It is a robust measure of center, less affected by skewness or outliers than the mean. For comparing the typical price point of two distributions, especially when presented as histograms with potentially different shapes, the median provides a reliable comparison of central tendency.

Therefore, the median is the most appropriate measure of center for this comparison.

Answer:

median