There are situations for which it is either impossible to compute a mean or the mean does not provide a central,representative value.

Question

There are situations for which it is either impossible to compute a mean or the mean does not provide a central,representative value.​

Quizplus · Accepted Answer

This statement is true. Examples of situations where a mean is not meaningful or appropriate include skewed distributions, extreme outliers, or data with multiple modes. In such cases, other measures such as the median or mode may provide a better representation of the central tendency. Additionally, in certain contexts such as nominal or ordinal data, a mean may not even be meaningful or interpretable.

There Are Situations for Which It Is Either Impossible to Compute