structure of LP programming problems and their solution. It turns out that you can often gure out what happens in earby" linear programming problems just by thinking and by examining the information provided by the simplex algorithm. In this section, I will describe the sensitivity analysis information provided in Excel computations. The goal is to minimise the distance between the manager and each store s/he manages. I haven't been able to figure out how to model this problem, or rather if it is even possible to formulate this problem into a linear programming model. Please let me know!
This problem can be changed to a linear programming problem as follows: Insert the model into an excel worksheet. This is what you should have: Figure 14 H4 was highlighted. Insert the formula for H4 and drag it down to H9. Then in cell H12 type “ =H4”. Then go to Solver Parameter to solve the problem. With the help of the examples
The transportation problem is one of the subclasses of linear programming problem where the objective is to transport various quantities of a single homogeneous product that are initially stored at various origins, to different destinations in such a way that the total transportation is minimum.