Difference Between Mean and Median

To understand the key difference between Mean and Median is important as they are both mathematical terms. To understand the difference between the two, you have to be aware of the definitions of both the terms. Mathematical mean can simply be defined as the list of numbers that are used to describe a central tendency. The method to calculate mean is simple enough, the variables need to be added and divided by the number of items in the overall sample. This is the simplest method of defining the term mean.

Difference between Mean and Median

Median on the other hand can simply be defined as the number that is found in the middle of the set. Median is an essential quantity that can be used for separating the available sample into two; the higher half sample as well as the lower half sample can be procured in this method. This is the main function of Median. Learning the mean median formula can be very useful in solving problems.

Difference between Mean and Median



The average arithmetic of a set of a numbers is called as Mean.

The method of separating the higher sample with the lower value, usually from a probability distribution is termed as the median

The application for mean is for normal distributions

The primary application for median is skewed distributions.

There are a lot of external factors that limits the use of Mean.

It is much more robust and reliable for measuring the data for uneven data.

Mean can simply be calculated by adding all the values and dividing the total by the number of values.

Median can simply be calculated by listing all the numbers available in the set in arranging order and then finding the number in the center of distribution.

Thus, these are the major differences between Mean and Median. It is essential to know the major differences between the two. To know more information about math related articles download the BYJU’s app today! You may also want to check out our related articles:

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Choose the option that represent parallel lines?