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For questions related to the simplex method for linear programming (LP), which solves LPs optimally by moving iteratively from in corner point of the feasible region to a better one.
4
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Solving a minimization problem using a Simplex method
This is done as the simplex algorithm is used to solve maximization problems, and the formulation now becomes \begin{align}\max&\quad-z = -2x_1 + 3x_2\\\text{s.t.} … The formulation, which is now in standard form to be solved using the simplex algorithm, is as follows: \begin{align}\max&\quad-z = -2x_1 + 3x_2\\\text{s.t.} …