Question: (a) Formulate an Integer Programming Problem (IPP) model: present decision variables, objective function, and constraints. (b) Solve analytically in Excel Solver. 1. [40 points] A

(a) Formulate an Integer Programming Problem (IPP) model: present decision variables,

(a) Formulate an Integer Programming Problem (IPP) model: present decision variables, objective function, and constraints.

(b) Solve analytically in Excel Solver.

1. [40 points] A cargo ship can be used for transporting 11 types of goods. Weight, volume, and cost of transportation for each type of goods is shown in the Table: No more than 800 tons of freight and in total volume not exceeding 600m3 can be loaded on the ship. The shipping company needs to determine how many units of each good are to be loaded to maximize the total cost of freight

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