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Graphically solve the following problem:
Maximize profit = 8X1 + 5x2
Subject to X1 + X2 ≤ 10
X1 ≤ 6
X1, X2 ≥ 0
What is the optimal solution mix? What is the profit at that mix?
What is the Shadow Price for constraint 1? Over what range is this Shadow Price valid? In your Excel model change the right-hand constraint (10) by 1 (now 11) and solve the problem again. What is the profit now?
Change constraint 1's RHS (10) to 6. What happened? By how much did the profit decrease? Is that in line with what the Shadow Price information would tell us?
Change constraint 1's right-hand side (10) to 5? What happened?
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You have recently hired a server administrator who will help with some new server deployments you have planned. This administrator has worked in environments with only a few servers and computers and has never deployed OSs on a large scale before.
Analyze the case Cola Wars Continue: Coke vs. Pepsi in the Twenty-First Century from the theoretical framework.
The challenge of recruiting highly qualified teachers to positions in high-poverty schools Select one:
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