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Line of Best Fit

Definition

The line of best fit is a straight line that represents the overall trend or relationship between two variables in a scatter plot. It is used to make predictions and estimate values.

Analogy

Think of the line of best fit as a path through a forest. It's like finding the most efficient route that passes close to as many trees (data points) as possible, allowing you to navigate through the forest with ease.

Related terms

Scatter Plot: A scatter plot is a graph that displays individual data points for two variables. It helps visualize relationships between variables.

Residuals: Residuals are the differences between observed data points and predicted values on the line of best fit. They measure how well the line fits the data.

Extrapolation: Extrapolation involves extending the line of best fit beyond the range of observed data to make predictions. However, it can be less reliable than interpolation within the observed range.

"Line of Best Fit" appears in:

Practice Questions (2)

  • What is the purpose of finding the line of best fit in linear regression?
  • What shape is the line of best fit?


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AP® and SAT® are trademarks registered by the College Board, which is not affiliated with, and does not endorse this website.