Final answer:
The given question is about a linear programming formulation for a transshipment problem. The objective is to minimize the cost by determining the values of different variables representing quantities shipped between different points.
Step-by-step explanation:
The given question is about a linear programming formulation for a transshipment problem. The objective is to minimize the cost represented by the equation:
Minimize 11x13 + 12x14 + 10x21 + 8x34 + 10x35 + 11x42 + 9x45 + 12x52
In this equation, the terms like x13 and x14 represent the quantities shipped from point 1 to point 3 and from point 1 to point 4, respectively. The variables x21, x34, x35, x42, x45, and x52 represent the quantities shipped between their respective points. The objective is to find the values of these variables that minimize the overall cost. The answer could involve solving a system of linear inequalities or applying linear programming techniques.