The most common measures of central tendency are the arithmetic mean, the median and the mode.

In statistics, these are all known as measures of central tendency.

The median is the measure of central tendency most associated with the absolute deviation.

These measures look at how the values are distributed around the central tendency.

The arithmetic mean has several properties that make it useful, especially as a measure of central tendency.

Statisticians have developed other measure of average, or "central tendency," to deal with such cases.

No mathematical rule can tell us which measure of central tendency will be most appropriate for any particular problem.

A median is the third major measure of central tendency.

More specifically, optimal levels are generally close to a central tendency of the values found in the population.

Finding data's mode, median, and mean are three techniques used to easily recognize central tendency.