Which statement includes mean, median, and mode?

Which statement includes mean, median, and mode?

• A. Descriptive measures
• B. Measures of central tendency
• C. Probability distributions
• D. Descriptive statistics

Answer: (B)

Describing the center of a data set using a single representative value is the aim of measures of central tendency. Mean, median, and mode are the standard examples because each provides a way to summarize where data cluster. The mean averages all observations, giving a center that reflects every value but can be pulled by outliers. The median finds the middle value in ordered data, offering a center that resists extreme values. The mode is the most frequent value, which can highlight the center in distributions with a clear peak or show that no single value dominates. Calling these three statistics measures of central tendency labels exactly the group of statistics that describe the center of the distribution, while other phrases like descriptive statistics cover broader summaries, and probability distributions refer to models of how data might be spread rather than a single center statistic. So the best match is measures of central tendency.

Describing the center of a data set using a single representative value is the aim of measures of central tendency. Mean, median, and mode are the standard examples because each provides a way to summarize where data cluster. The mean averages all observations, giving a center that reflects every value but can be pulled by outliers. The median finds the middle value in ordered data, offering a center that resists extreme values. The mode is the most frequent value, which can highlight the center in distributions with a clear peak or show that no single value dominates. Calling these three statistics measures of central tendency labels exactly the group of statistics that describe the center of the distribution, while other phrases like descriptive statistics cover broader summaries, and probability distributions refer to models of how data might be spread rather than a single center statistic. So the best match is measures of central tendency.