How do I add a regression line to a scatterplot in Excel?

Adding a regression line to a scatterplot in Excel is a simple process. First, select the two columns of data and click the “insert” tab. From there, select “scatter” and choose the type of chart you would like. Once the chart has been created, select the “layout” tab and select “add trendline”. From there, select the type of trendline and other options as desired. Finally, click “close” to add the regression line to your scatterplot.


A represents the line that best “fits” a dataset.

This tutorial provides a step-by-step example of how to quickly add a simple linear regression line to a in Excel.

Step 1: Create the Data

First, let’s create a simple dataset to work with:

Step 2: Create a Scatterplot

Next, highlight the cell range A2:B21. On the top ribbon, click the INSERT tab, then click INSERT Scatter (X, Y)  or Bubble Chart in the Charts group and click the first option to create a scatterplot:

The following scatterplot will appear:

Step 3: Add a Regression Line

Next, click anywhere on the scatterplot. Then click the plus (+) sign in the top right corner of the plot and check the box that says Trendline.

This will automatically add a simple linear regression line to your scatterplot:

Add regression line to scatterplot in Excel

Step 4: Add a Regression Line Equation

You can also add the equation of the regression line to the chart by clicking More Options. In the box that appears to the right, check the box next to Display Equation on chart.

The simple linear regression equation will automatically appear on the scatterplot:

Regression line equation on a scatterplot in Excel

For this particular example, the regression line turns out to be:

y = 0.917x + 12.462

The way to interpret this is as follows:

  • For each additional one unit increase in the x variable, the average increase in the y variable is 0.917.
  • When the x variable is equal to zero, the average value for the y variable is 12.462.

We can also use this equation to estimate the value of y based on the value of x. For example, when x is equal to 15, the expected value for y is 26.217:

y = 0.917*(15) + 12.462 = 26.217


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