Free Interactive Math Tool

Graphing Lab

Graph equations, functions, inequalities, and points. Explore important features and build a deeper understanding of how equations connect to their graphs.

Interactive Workspace

Explore mathematics visually

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Go beyond the graph Analyze key features or explore why the graph has its shape.

Graph More Than Lines

Explore linear, quadratic, polynomial, absolute value, radical, rational, exponential, logarithmic, and trigonometric functions.

Visualize Inequalities

Graph linear and nonlinear inequalities with solution regions, included or excluded boundaries, and overlapping systems.

Understand the Mathematics

Analyze important graph features and use instructional tools designed to explain why graphs behave the way they do.

Free Online Graphing Tool

Graph Equations and Understand What They Mean

Graphing Lab is designed to be more than a graphing calculator. Students can graph mathematical expressions and then explore the important features that determine the graph's shape, position, and behavior.

Enter functions, equations, inequalities, or points and view them together on an interactive coordinate plane. Pan, zoom, inspect coordinates, compare multiple graphs, and use analysis tools to connect symbolic equations with visual mathematics.

Graph Functions

Graphing Lab is being built to support the major function families students encounter throughout Algebra, Geometry, Precalculus, and Calculus.

Graph Inequalities and Solution Regions

Inequalities represent regions rather than individual curves. Graphing Lab can distinguish included and excluded boundaries and visually show the set of coordinate points that satisfy an inequality.

Analyze Important Graph Features

Instead of only displaying a graph, Graphing Lab can identify mathematical properties such as slope, intercepts, vertices, axes of symmetry, domain, range, and other important features when they apply.

Learn Why the Graph Looks That Way

The Understand This Graph experience is designed to connect equations to their visual meaning. Rather than treating a graph as an answer, students can explore how individual parts of an equation determine what appears on the coordinate plane.