Difference between Average and Mean

Average Vs Mean:

Average is the equal to the sum of all numbers divided by the number of numbers added together while on the other hand mean is calculated by adding the largest and smallest number of the set and then dividing the resulting amount by 2. Different books provide different definitions of average and mean here on this plat form we are about to show you some of the major differences between an Average and Mean.

Average vs Mean


According to colloquial language average refers to a single number which has taken as a representative of a list of numbers. The term average has different concepts in different contexts. Usually average refers to arithmetic mean, which is the sum of numbers divided by the total numbers. In states mean, median and mode are used to measure the central tendency and in colloquial language any of these is referred to as an average value.


The term mean have several contexts in different branches of mathematics. For Arithmetic mean the central value of a discrete set of numbers: i.e sum of values divided by the number of values and is just like the average in this context but in various fields it can provide various meanings depending upon its use and applications.

Main difference between Average and Mean:

The following are some of the major differences between an Average and Mean.

  • In arithmetic mean average and mean refers to the result which comes from the sum of numbers dividing by the total numbers.
  • In various fields of mathematics average and means have different concepts and contexts depending on its use and applications.
  • According to one definition average is the sum of numbers divided by the numbers and means is adding the biggest and smallest number and then dividing it by 2.

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