Follow the instructions given, and solve this LP problem using graphical linear programming. Max Z = 6x + 3y S.T. Constraint 1: 20x + 6y <= 600 Constraint 2: 25x + 20y <= 1000 Constraint 3: 20x + 30y <= 1200 x,y>=0 1. Plot all constraint equations on the same graph. Shade the Feasible Region. Identify each corner point x and y by solving it. 2. Solve for the decision variables. What is the x? What is the y? 3. Solve for the Z. 4. Save your work and solution in a pdf file. Submit the file by attaching it.
Follow the instructions given, and solve this LP problem using graphical linear programming. Max Z = 6x + 3y S.T. Constraint 1: 20x + 6y <= 600 Constraint 2: 25x + 20y <= 1000 Constraint 3: 20x + 30y <= 1200 x,y>=0 1. Plot all constraint equations on the same graph. Shade the Feasible Region. Identify each corner point x and y by solving it. 2. Solve for the decision variables. What is the x? What is the y? 3. Solve for the Z. 4. Save your work and solution in a pdf file. Submit the file by attaching it.
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
Section: Chapter Questions
Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...
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![Follow the instructions given, and solve this LP problem using graphical linear programming.
Max Z = 6x + 3y
S.T.
Constraint 1: 20x + 6y <= 600
Constraint 2: 25x+ 20y <= 1000
Constraint 3: 20x + 30y <= 1200
x,y>= 0
1. Plot all constraint equations on the same graph. Shade the Feasible Region. Identify each corner
point x and y by solving it.
2. Solve for the decision variables. What is the x? What is the y?
3. Solve for the Z.
4. Save your work and solution in a pdf file. Submit the file by attaching it.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F9c535c42-8068-4478-935d-dad6372dbf95%2Fa0615c91-6f58-416a-8e1f-c30c241f1ba1%2Fo5s0d18_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Follow the instructions given, and solve this LP problem using graphical linear programming.
Max Z = 6x + 3y
S.T.
Constraint 1: 20x + 6y <= 600
Constraint 2: 25x+ 20y <= 1000
Constraint 3: 20x + 30y <= 1200
x,y>= 0
1. Plot all constraint equations on the same graph. Shade the Feasible Region. Identify each corner
point x and y by solving it.
2. Solve for the decision variables. What is the x? What is the y?
3. Solve for the Z.
4. Save your work and solution in a pdf file. Submit the file by attaching it.
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