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.