Module 8: Graphing Linear Equations
The graph of a linear equation represents the set of all points that satisfies the equation. Linear equations can be graphed using several different methods. Depending on the form that a linear equation is presented in, you may choose to graph it by using its slope and y-intercept, by using its x-intercept and y-intercept, or by interpreting the equation as a transformation of the linear parent function, y = x. In this module, you will explore these methods of graphing linear equations.
Getting Started

To graph linear equations, it is helpful to first become comfortable working on the coordinate plane. Take a few moments to review your knowledge of the coordinate plane. Click the player button to get started.
Key Vocabulary
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To view the definitions for these key vocabulary terms, visit the course glossary.
compression
dilation
linear equation
opposite reciprocal
parallel lines
parent function
perpendicular lines
reflection
slope
slope-intercept form
standard form of a linear equation
stretch
transformation
translation
x-intercept
y-intercept