The 3 measures of central tendency are: Mean, Median and Mode. The Mean is the simple average, so you would use it when you want your estimate of the value to differ from "correct" as little as possible over the long run. The Median divides the ranked sample scores right in the middle, so use it when you want your estimate to be above the "correct" value no more often and no less often than half the time. The Mode is the most frequently occurring value in the sample, so you use it when you want your estimate to be "correct" as often as possible, without regard for how, or to what degree your wrong choices are wrong. Life is easier when they all match up, as in a nice Normal Curve.
When data are nominal.
The mode is the number in a set which repeats the most.
It is a value which is observed most often.
The most commonly occurring number.
MODE
When data are nominal.
properties of mode as used in statistics
The mode is the number in a set which repeats the most.
descriptive statistics
They are statistics of central tendency.
Examples of descriptive statistics are mean, median, mode, and midrange.
It is a value which is observed most often.
The most commonly occurring number.
MODE
the most redundant or popular number in a list of data
If you are referring to statistics, to find the mode, you find the number that occurs most frequently in a set of numbers. There may be more than one mode.
Descriptive statistics. Descriptive statistics are used to summarize and present data in an informative way, providing characteristics of the data set such as mean, median, mode, and standard deviation. Inferential statistics, on the other hand, are used to make inferences or predictions about a population based on sample data.