How To Report Linear Regression Results in R

In this tutorial, you will learn how to report Linear Regression results using R. Linear Regression is a fundamental statistical learning technique and a powerful prediction analysis tool for data scientists. Reporting results in a clear and concise way is crucial to effectively communicate important insights and findings.

Step 1: Load the required libraries and the dataset

First, load the necessary libraries and a dataset to perform the linear regression analysis. In this tutorial, we will use the built-in mtcars dataset in R.

The required libraries are:

1. tidyverse for data manipulation and visualization
2. ggplot2 for data visualization
3. broom for statistical summary information

You can install and load them using the following code:

Now, let’s load the mtcars dataset:

Step 2: Fit a linear regression model

Now that we have loaded the dataset and necessary libraries, let’s fit a linear regression model using the lm() function in R. For demonstration purposes, we will use mpg as the dependent variable (response) and hp (horsepower) as the independent variable (predictor).

Step 3: Create a table with regression results

Use the tidy function from the broom package to create a table with the coefficients, standard errors, t-values, and p-values of the linear regression model.

With the tidy output, you can easily visualize results in a neat, organized table format.

Step 4: Visualize the linear regression results

Another great way to report linear regression results is by visualizing them using ggplot2. The following code generates a scatter plot with the linear regression line.

Output

Full Code

Conclusion

In this tutorial, you have learned how to report linear regression results using R programming. Now you can perform linear regression analyses, create tables with relevant model information, and visualize the results using scatter plots with regression lines. These methods will help you effectively communicate the key findings when working with linear regression models.