Measure of Central Tendency definition, types with advantages and disadvantages

Measure of central tendency by


Measure of central tendency are numerical indices of statistical data that are generally indicative of the center, middle or representative of a data set.

It is a single value within the range of data which represents a group of individual values simply and concisely so that the mind can get a quick understanding of the general size of the individuals in the group. Since the value lies within the range of data, it is known as a measure of central tendency.

According to R.A. Fisher,"The inherent inability of a human to grasp in its entirely a large body of numerical data compels us to seek relatively few constants that will adequately describe the data".

Types of central tendency

There are several measures of central tendency. All this measures are collectively called statistical averages. The most commonly used averages are-

  • Mean
  • Median
  • Mode

The Mean can be divided into three types-

And other used central tendency are-
  • Quartiles
  • Percentiles, etc.

Properties of central tendency

The desired properties of a good measure of central tendency are

  • It should be based on all observations of an act of values.
  • It should be rigorously defined.
  • It should be easily computable.
  • It should be least affected by extreme values.
  • It should nucleate least from sample to sample drawn from the same population.


Some advantages are following


The measure of central tendency doesn't work when outlier occure. That means this measure is affected by outlier.

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