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MANAGEMENT SCIENCE UNIT-4 | Degree 4th sem BBA management Science unit-4 full explanation💯✅
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804 回視聴29高評価13:36LearnwithSahera元のリリース: 2026-05-29

Linear Programming (LP) is a mathematical technique used to find the optimal solution when resources are limited, helping organizations maximize profit or minimize cost by efficiently allocating resources such as labor, materials, and machines. The formulation of a Linear Programming Problem involves four key components: (1) Decision Variables representing the unknown quantities to be determined, (2) Objective Function showing the goal (maximizing profit or minimizing cost), (3) Constraints representing resource limitations as mathematical equations or inequalities, and (4) Non-negativity Condition ensuring decision variables cannot be negative. The graphical method for solving LP involves: formulating the problem, converting constraints to equations, plotting constraint lines on a graph, identifying the feasible region, determining corner points, and evaluating the objective function at each corner point to find the optimal solution.

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