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1.) The task is to minimize the cost of the breakfast menu. They have two items - Sandwiches and mini pizza, which cost $3 and $4 respectively. There must be at least 24 sandwiches and 32 pizzas each day. The vendor would supply only when the order comprises of at least 60 items ( both items combined).
As per the problem,
The objective function to minimize the cost ( when X and Y are the number of sandwiches and mini pizzas respectively)
A. What is the objective function and Constraints
B. Solve the model by using graphical analysis.
- Graph the constraints and find the feasible region.
- Find the corner points of the feasible region.
- Compute the profit at each of the feasible corner points.
- Select the corner point with the best value of the objective function (profit).
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