Web Reference: Learn how to solve LPs with the two-phase simplex method, which consists of two phases: phase I to find an initial BFS and phase II to optimize the original problem. See the steps, the tableau, and the optimal solution for an example problem. Learn the Two-Phase Method in linear programming for solving optimization problems with artificial variables. Master the algorithm, step-by-step examples, and applications in real-world optimization scenarios. Then simplex algorithm is used to find optimal solution. 1. As the constraint-1 is of type '`>=`' we should subtract surplus variable `S_1` and add artificial variable `A_1` 2. As the constraint-2 is of type '`>=`' we should subtract surplus variable `S_2` and add artificial variable `A_2`
YouTube Excerpt: In this video we will solve the old P shown here using the
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