Bryant's Pizza, Inc is a producer of frozen pizza products. The company makes a profit of $1.00 for each regular pizza it produces and $1.50 for each deluxe pizza produced. Each pizza includes a combination of dough mix and topping mix. Each regular pizza uses 1 pound of dough mix and 8 ounces of topic mix. Based on past demand Bryant can sell at least 50 regular pizzas and at least 25 deluxe pizzas. How many regular and deluxe pizzas should the company make in order to maximize profits.

A) Write mathematical formulation for linear programming model.

B) Show the feasible region on the graph.

C) Solve the problem and write optimal solution.

Regular Pizza =

Deluxe Pizza =

Profit =

D) Which constraints are binding?

E) If you can get 1lb. of either dough or topping mix, which one will you chose and why?

Answer rating: 100% (QA)

Solution Bryants Pizza Optimization Problem A Mathematical Formulation Variables x Number of regular pizzas y Number of deluxe pizzas Objective Functi... View the full answer