Linear Programming Solver
Explore a two-variable linear programming input layout with an objective and two constraints. This static preview does not solve or validate your inputs.
🔒 This tool runs entirely in your browser. Your files are never uploaded to a server.
Result
Optimal vertex evaluated across all constraint intersections
Example shown — enter your own values to recalculate.
How Linear Programming Solver works
- Inspect the objective and two constraint fields in the example layout.
- Treat the displayed result as static placeholder text; editing the fields does not run a solver.
- Do not use the displayed result as a verified solution: the widget has no calculation or feasibility validation.
FAQ
Does this page solve my linear programming problem?
No. It has editable text fields and a fixed result, but no solver logic or recalculation.
Is the displayed result optimal for the sample constraints?
No. At x = 2 and y = 6, 3x - y is zero and x + 2y is 14, so the point is feasible. Its objective value is 36, while the feasible point x = 14, y = 0 gives 42. The displayed point is not optimal.
Can it minimize an objective or add more constraints?
No. The layout has a Maximize field and two constraint fields. It has no minimization mode, extra constraint controls, or working optimization engine.
Available features
| Feature | Online Tool Store |
|---|---|
| Objective and two constraint fields | ✓ |
| Visible sample problem layout | ✓ |
No solver exists; displayed sample point is feasible but not optimal.