Draw feasible region and objective function for the model

Assignment Help Operation Management

Reference no: EM132089678

Consider the following Linear Programming model: Maximize x+0.5y

Subject to

2y-x<=4

2x+5y<=20

x+2y>=2

2x-y<=8

x>=1

y<=3

x>=0,

y>=0

(a) Draw the feasible region and objective function for the model. Show the optimal solution and optimal value. Justify why the solution is optimal.

(b) What other method can you use to find the optimal solution without drawing the objective function? Considering the structure of the feasible region, which method is better? Justify your answer.

Reference no: EM132089678

Questions Cloud

Corporation terminate sam without any notice or hearing : Can Colossal Corporation terminate Sam without any notice or a hearing? Why or why not? This question relates to employment-at-will.

Describe the process of classical method : Describe the process of classical method. Describe the process of Lean method (it includes six sigma).

Describe how the specific promotional strategy : Describe how the specific Promotional Strategy you are recommending complements all of your strategic recommendations

The project is building strip mall and need some ideas : The project is building a strip mall and need Some ideas or examples of risks for

Draw feasible region and objective function for the model : Draw the feasible region and objective function for the model. Show the optimal solution and optimal value.

You may assume that negligible number of tenants break : You may assume that a negligible number of tenants break their lease in the first 18 months.

Why is it that each person interprets ideas : Why is it that each person interprets ideas very differently how does that happen when reading mission and vision statements

Job descriptions are written for positions : Why is the statement, "job descriptions are written for positions, not people" important?

Two types of plastic parts used for electronics : A plastic part supplier produces two types of plastic parts used for electronics.

User Account

All Pages