Visualize System of Linear Inequalities
Graph multiple linear inequalities to find their common solution region. Enter inequalities in the form like 'y ≤ 2x + 3'.
Enter Inequalities
Enter each linear inequality below. Use 'y', 'x', '<=', '>=', '<', '>'. Example: y <= -x + 5
Understanding Linear Inequalities
Linear inequalities are mathematical expressions that compare linear functions using inequality symbols such as <, >, <=, and >=. Graphing a system of linear inequalities helps visualize the region where all inequalities are simultaneously satisfied, known as the feasible or solution region. This tool plots this region on a 2D graph. To use, input your inequalities (e.g., y <= x + 2, y > -2x - 1). The shaded region on the graph represents all (x, y) points that satisfy all given inequalities. Adjust the inequalities to explore different solution regions. Sources: Math is Fun, Khan Academy.
You may also like these tools
Graph Line from 2 Points - Visualize Linear Equations
Graph a line from two points with our interactive tool!
System of Linear Inequalities Solver
Solve system of linear inequalities with two variables and visualize the solution region graphically using our free online solver.
Feasible Region Calculator - Graph Linear Inequalities
Visualize the feasible region of linear inequalities with our calculator.