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Steve Male
VP Innovation & Strategic Partnerships, The Logit Group
Explore Regional Offices
Find the best survey software for you!
(Along with a checklist to compare platforms)
Take a peek at our powerful survey features to design surveys that scale discoveries.
Explore Voxco
Need to map Voxco’s features & offerings? We can help!
Find the best customer experience platform
Uncover customer pain points, analyze feedback and run successful CX programs with the best CX platform for your team.
We’ve been avid users of the Voxco platform now for over 20 years. It gives us the flexibility to routinely enhance our survey toolkit and provides our clients with a more robust dataset and story to tell their clients.
Steve Male
VP Innovation & Strategic Partnerships, The Logit Group
Explore Regional Offices
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To start with the discussion, we can say that both correlation and regression deal with variables and their connection with each other. In correlation, we look at the relations that the variables have between them and measure how strong it is. Whereas in regression, we see how one variable affects the other variable, a causal relationship between them.
So in a way, we can say that correlation depends on regression. As correlation measures causality and regression defines it. In this article we will see the key differences between correlation and regression:
Feature | Correlation | Regression |
Meaning | It is a statistical method to determine the relationship between two variables. | It is a statistical method to determine how the independent variable is related to the dependent variable. |
Use | It is used to draw a linear relationship between the variables. | It is used to draw a best fit line to predict one variable based on the other. |
Variables | There are no different variables | There is independent variable and dependent variable |
Indication | Correlation tells how far the variables can move together | Regression tells the impact of the effect of the change in independent variable on the dependent variable |
Aim | To find a numerical value that describes the relationship between two variables | To estimate the value of random variable based on the values of the fixed variables |
Mathematical equation | Uses no equation | y = a + bx |
Interchangeable variables | Variables x and y can be changed | Variables x and y cannot be changed |
Conducting exploratory research seems tricky but an effective guide can help.
Correlation determines the relationship between the two variables. Although, it does not bother to tell which variable affect which one and the direction of their relationship. Correlation just states the degree to which both the variables will move together.
Correlation can be positive and negative. Like when two variables move together (increase in one variable causes the increase in other variable) is called positive correlation. Example: Investment in advertising and sales
Correlation is said to be negative when the variables move in different directions (when one variable increases, the other decreases). Example: the sales of sweaters decrease in the summer season.
The various measures of correlation are:
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Regression is said to be the statistical method that determines the change in the dependent variable based on the change in the independent variable. It is treated as a powerful statistical tool to predict the values of variables that are yet to occur, based on the existing x – y variables and their values. Data science is an emerging technology that uses regression algorithms on a large scale.
Example: based on the past performance of the company, the sales department determine the upcoming sales target for the year.
The equation of the regression line is:
y = a + bx
Here, y is the dependent variable and x is the independent variable. a is a constant and b is the regression coefficient.
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