This case study analyzes the Cunningham Gudgal Golf Resort, focusing on the application of integer programming to optimize the design of an international standard 18-hole golf course. The project aims to maximize the overall enjoyment index of players while adhering to constraints related to the number and type of golf holes, clubhouse size, budget, and available land. The study explores both standard and exclusive clubhouse models, evaluating various scenarios by adjusting clubhouse size, construction costs, and overall budget allocations. The analysis utilizes MS Excel's solver function to address linear programming problems, identifying optimal solutions for the number of golf holes and associated costs. Findings reveal that while the standard clubhouse model achieves a certain enjoyment index, the exclusive model requires adjustments to constraints to achieve feasibility. The report concludes with recommendations for management, suggesting the standard model or an adjusted exclusive model based on budget considerations and shareholder preferences. The study highlights the impact of different factors on the feasibility of the models.
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