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Optimization Techniques-Dual Simplex Method
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In this video, I have explained Dual Simplex Method. This method is applied for LPP in which first table is optimal but not feasible. Here all subsequent table remains optimal and as soon as we get the solutions feasible, then formed table is optimal and feasible and hence optimal solution of LPP is achieved.
Note here, if optimality and feasibility both are disturbed in a LPP then we cannot apply Dual Simplex method, in this case we should apply Criss Cross Method.
Note here, if optimality and feasibility both are disturbed in a LPP then we cannot apply Dual Simplex method, in this case we should apply Criss Cross Method.
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