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An integer linear programming model is defined using the following sets, parameters, binary decision variables, and objective function. Use this notation to answer the questions below that ask you to translate logic statements into linear constraints.
Sets: Items I, indexed on i=1, 2... |I|.Parameters: ai= 1 if item i is green; 0 otherwise.Binary Decision Variables: Xi = 1 if item i is selected; 0 otherwise. Objective Function: Maximize the profit of the items selected. a. Provide a linear constraint to enforce that at least 3 items of any color must be selected.
b. Provide a linear constraint to enforce that at most 2 items of color green can be selected.
c. Provide a linear constraint to enforce that if item 4 is selected then item 1 must not be selected.
d. Provide a linear constraint to enforce that if item 5 is selected, then items 2 and 3 must be selected.
e. Briefly explain in words (that your grandfather would understand) the meaning of this constraint: x1 + x2 ≤ 1.
Calculate the mean absolute deviation (MAD) for the forecasts.
Applying Little’s law, the current lead time for a quote is how many days?
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Describe the legal considerations a business must address when doing business globally? Describe some reasons why a company might decide to stop outsourcing? Describe good strategies for managing email efficiently. Find three examples of lessons from..
Project Procurement Management Plan
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The objective of behavior modification is:
What value does an RFP bring to finding and buying the right HRIS system?
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