Exhibit 6.1
The following questions pertain to the problem, formulation, and spreadsheet implementation below.
A research director must pick a subset of research projects to fund over the next five years. He has five candidate projects, not all of which cover the entire five-year period. Although the director has limited funds in each of the next five years, he can carry over unspent research funds into the next year. Additionally, up to $30K can be carried out of the five-year planning period. The following table summarizes the projects and budget available to the research director. The following is the ILP formulation and a spreadsheet model for the problem.
-Refer to Exhibit 6.1. What formulas should go in cells D8:H8 and D11:H11 of the above Excel spreadsheet?
Correct Answer:
Verified
Q58: Binary variables are:
A) a subset of integer
Q59: The branch-and-bound algorithm starts by
A) relaxing all
Q60: The objective function value for the ILP
Q61: The feasible region for the pure ILP
Q62: A company must invest in project 1
Q64: An investor has $500,000 to invest and
Q65: A city wants to locate 2 new
Q66: A company wants to build a new
Q67: Variables, which are not required to assume
Q68: A company wants to select no more
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