Consider the following linear programming model: Maximize Profits = $6X + $5Y Subject to 3X + 2Y
Question:
Consider the following linear programming model:
Maximize Profits = $6X + $5Y
Subject to
3X + 2Y ≤ 24 (hours of fabrication time)
2X + 4Y ≤ 40 (hours of assembly time)
X, Y ≥ 0
1. What are the optimal solution values of the decision variables?
2. How much slack does each constraint have, and what do these values mean?
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Related Book For
Operations Management Managing Global Supply Chains
ISBN: 978-1506302935
1st edition
Authors: Ray R. Venkataraman, Jeffrey K. Pinto
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