Creating a linear programming model in python with 5 decision variables and 5 constraints Take a scenario that you have encountered where you were faced with constraints and decisions and translate it into a linear programming problem. It can be any scenario so long as it meets the requirements in the rubric below. Solve the problem with a solver from class and highlight your results. Continue to tweak the results of your model until you get a realistic and practical solution. Rubric 5% - The .ipynb file is namedfirstname_lastname_hw5 5% - The scenario modeled is a linear programming problem List item List item 10% - The scenario modeled has a direct tie to a real-world scenario related to the student 10% - The model is neatly laid out using comments, headers, and prints key outputs 10% - The scenario modeled has 4+ decision variables 10% - The scenario modeled has 5+ constraints (including non-negativity constraint) 50% - The model successfully finds arealistic and practical optimal value and an optimal solution

Creating a linear programming model in python with 5 decision variables and 5 constraints Take a scenario that you have encountered where you were faced with constraints and...

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Creating a linear programming model in python with 5 decision variables and 5 constraints

Take a scenario that you have encountered where you were faced with constraints and decisions and translate it into a linear programming problem. It can be any scenario so long as it meets the requirements in the rubric below. Solve the problem with a solver from class and highlight your results. Continue to tweak the results of your model until you get a realistic and practical solution.

Rubric

5% - The .ipynb file is namedfirstname_lastname_hw5

5% - The scenario modeled is a linear programming problem

List item

List item

10% - The scenario modeled has a direct tie to a real-world scenario related to the student

10% - The model is neatly laid out using comments, headers, and prints key outputs

10% - The scenario modeled has 4+ decision variables

10% - The scenario modeled has 5+ constraints (including non-negativity constraint)

50% - The model successfully finds arealistic and practical optimal value and an optimal solution

hw5-2cfo2dj5-gjr4tnr5.ipynb dietcovering-5s4pxucf-3xb2pt2s.ipynb

Answered 1 days After Dec 08, 2022

Solution

Sathishkumar answered on Dec 09 2022

37 Votes

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Creating a linear programming model in python with 5 decision variables and 5 constraints Take a scenario that you have encountered where you were faced with constraints and...

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