### Spearman's Coefficient

Also known as **Spearmans Rank Correction Coefficient**

The simplest method is the Spearman's rho coefficient

In calculating the Rho coefficient you must rank the scores

The spearman is the non parametric version of the Pearsons

The spearman coefficient measures the strength of association between two ranked variables

The spearman coefficient can be any number between +1 and -1

Assumptions:

1- The two groups contain values that represent ordinal, interval or ratio values

2- That the relationship between them is monotonic

Two Type of Calculation

There are two methods for calculating the coefficient depending on whether there are any tied ranks

1- If your data has no tied ranks then you use:

2- If your data does contain tied ranks then you use:

https://statistics.laerd.com/statistical-guides/spearmans-rank-order-correlation-statistical-guide.php

Let's consider two groups of numbers

A - (2,4,5,9,12,13)

B - (2,4,5,9,12,13)

Let us put these two groups into a table (in different columns)

In the next two columns, add the Rank for each of the items in each of the groups Ra and Rb

If you have two identical values (or ties) then you need to take the average of the ranks they would have occupied.

In the next column add the difference between the paired ranks

© 2021 Better Solutions Limited. All Rights Reserved. © 2021 Better Solutions Limited TopPrevNext