Essay
Exhibit 7.4
The following questions are based on the problem below.
Robert Gardner runs a small, local-only delivery service. His fleet consists of three smaller panel trucks. He recently accepted a contract to deliver 12 shipping boxes of goods for delivery to 12 different customers. The box weights are: 210, 160, 320, 90, 110, 70, 410, 260, 170, 240, 80 and 180 for boxes 1 through 12, respectively. Since each truck differs each truck has different load capacities as given below: Robert would like each truck equally loaded, both in terms of number of boxes and in terms of total weight, while minimizing his shipping costs. Assume a cost of $50 per item for trucks carrying extra boxes and $0.10 per pound cost for trucks carrying less weight.
The following integer goal programming formulation applies to his problem.
Y1 = weight loaded in truck 1; Y2 = weight loaded in truck 2; Y3 = weight loaded in truck 3;
Xi,j = 0 if truck i not loaded with box j; 1 if truck i loaded with box j. Given the following spreadsheet solution of this integer goal programming formulation, answer the following questions.
-Refer to Exhibit 7.4. Based on the integer goal programming formulation, the associated solution, and spreadsheet model, what formulas should go in cells B19:E19 and B24:E24 of the spreadsheet?
Correct Answer:

Verified
Correct Answer:
Verified
Q51: A company needs to supply customers in
Q52: The d<sub>i</sub><sup>+</sup>, d<sub>i</sub>− variables are referred to
Q53: A company makes 2 products A and
Q54: Goal Programming and Multiple Objective Optimization are
Q55: In MOLP, a decision alternative is dominated
Q57: A MINIMAX objective function in goal programming
Q58: In the "triple bottom line" the term
Q59: The deviational variables represent the amount by
Q60: Exhibit 7.3<br>The following questions are based on
Q61: The d<sub>i</sub><sup>+</sup> variable indicates the amount by