# Finding Mean, Median, Mode in Python without libraries

In this article, we will learn how to calculate **Mean, Median and Mode with Python** without using external libraries.

**Mean :**The mean is the average of all numbers and is sometimes called the arithmetic mean. This code calculates Mean or Average of a list containing numbers:`# Python program to print`

`# mean of elements`

`# list of elements to calculate mean`

`n_num`

`=`

`[`

`1`

`,`

`2`

`,`

`3`

`,`

`4`

`,`

`5`

`]`

`n`

`=`

`len`

`(n_num)`

`get_sum`

`=`

`sum`

`(n_num)`

`mean`

`=`

`get_sum`

`/`

`n`

`print`

`(`

`"Mean / Average is: "`

`+`

`str`

`(mean))`

*chevron_right**filter_none***Output:**Mean / Average is: 3.0

We define a list of numbers and calculate the length of the list. We then use sum() function to get sum of all the elements in a list. We finally divide the total sum by the number of elements in the list and we print the result to get the mean/average of a list.

**Median :**The median is the middle number in a group of numbers. This code calculates Median of a list containing numbers:`# Python program to print`

`# median of elements`

`# list of elements to calculate median`

`n_num`

`=`

`[`

`1`

`,`

`2`

`,`

`3`

`,`

`4`

`,`

`5`

`]`

`n`

`=`

`len`

`(n_num)`

`n_num.sort()`

`if`

`n`

`%`

`2`

`=`

`=`

`0`

`:`

`median1`

`=`

`n_num[n`

`/`

`/`

`2`

`]`

`median2`

`=`

`n_num[n`

`/`

`/`

`2`

`-`

`1`

`]`

`median`

`=`

`(median1`

`+`

`median2)`

`/`

`2`

`else`

`:`

`median`

`=`

`n_num[n`

`/`

`/`

`2`

`]`

`print`

`(`

`"Median is: "`

`+`

`str`

`(median))`

*chevron_right**filter_none***Output:**Median is: 3

We define a list of numbers and calculate the length of the list. To find a median, we first sort the list in Ascending order using sort() function.

Now we check if the number is even or odd by checking their remainders. If the number is even, we find 2 middle elements in a list and get their average to print it out. But if the number is odd, we find the middle element in a list and print it out.**Mode :**The mode is the number that occurs most often within a set of numbers. This code calculates Mode of a list containing numbers:`# Python program to print`

`# mode of elements`

`from`

`collections`

`import`

`Counter`

`# list of elements to calculate mode`

`n_num`

`=`

`[`

`1`

`,`

`2`

`,`

`3`

`,`

`4`

`,`

`5`

`,`

`5`

`]`

`n`

`=`

`len`

`(n_num)`

`data`

`=`

`Counter(n_num)`

`get_mode`

`=`

`dict`

`(data)`

`mode`

`=`

`[k`

`for`

`k, v`

`in`

`get_mode.items()`

`if`

`v`

`=`

`=`

`max`

`(`

`list`

`(data.values()))]`

`if`

`len`

`(mode)`

`=`

`=`

`n:`

`get_mode`

`=`

`"No mode found"`

`else`

`:`

`get_mode`

`=`

`"Mode is / are: "`

`+`

`', '`

`.join(`

`map`

`(`

`str`

`, mode))`

`print`

`(get_mode)`

*chevron_right**filter_none***Output:**Mode is / are: 5

We will import Counter from collections library which is a built-in module in Python 2 and 3. This module will help us count duplicate elements in a list.

We define a list of numbers and calculate the length of the list. We then call Counter (a dict subclass) which helps to count hashable objects, and we then convert it to dict object. We then initialize a list with a For Loop to compare all the dict values (Number of elements) to the max of all dict values (count of most occurring element) and it returns all the elements equal to max count. If the elements returned are equal to the number of total elements in a list then we print out ‘No mode’, else we print out the modes returned.

**Conclusion**

We have successfully calculated mean, median and mode of a dataset but you might be thinking ‘Will I be using these algorithms every time I want to get mean, median and mode of a dataset?’

The answer is you can but you certainly won’t. This was just to show you how the algorithm works behind the scenes when finding out any of these.

For any projects, this can be achieved by simply importing an inbuilt library ‘statistics’ in Python 3 and using the inbuilt functions mean(), median() and mode(). Also, there are other external libraries which can help you achieve the same results in just 1 line of code as the code is pre-written in those libraries.

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