The apparel company produces shirts, shorts, pants, skirts, and jackets. Each type of clothing
requires the company to have the appropriate type of machinery available. The rental cost for each
type of machinery is summarised in the table below. The table also contains the details of required
labours and cloth per unit of clothing as well as the selling price and the unit variable cost. In a given
week, 4,000 labour hours and 3800 square metres of cloth are available. The company wants to find
a solution that maximises its weekly profit. Develop a linear program that the company can use to
determine the optimal solution.
Students are expected to formulate a model representing the problems, to implement the model on the spreadsheet, to optimise the solution, and to write a report discussing the recommendations to the problem. Students are required to submit two files: a Word file for the report containing the details of the model, the solution, and the recommendations to the problem; and an Excel file for the implementation of the model using Solver.
Academic Level: Graduate certificate
Please avoid plagiarism
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