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Sun Computer Systems manufactures two main versions of laptop computers: the Gamma 3 and the Delta 7. The firm employs 5 service technicians, each of whom works a full forty hours per week, each month on its assembly line and management insists that full employment be maintained each month. It requires 20 labor hours to assemble each Gamma 3 and 25 hours to assemble each Delta 7 model. Each Gamma 3 also requires 5 hours of final inspection and each Delta 7 requires 10 hours of inspection. There are 240 hours of inspection time available to complete these tasks on a monthly basis. Also, the company wants to see at least 10 Gamma 3's produced during the production period. Gamma 3's generate a profit of $1200 per unit and Delta 7's generate a profit of $1800 per unit. Determine the most profitable number of each model of smartphones to produce during the coming month.
Set up the profit maximization model
Graph this problem and identify the feasible region.
What is the optimal solution (profit maximization) under these present constraints? Show all work.
If the sales price for a Gamma 3 computer suddenly changes from $1200 to $1500, will the optimal solution change as a result? That is to say, will the mix of Gamma 3's produced versus delta 7's change as a result? If so, how? Prove and show all work.
What if a new technique on harness assemblies is introduced saving 3 hours assembly for every Delta computer produced. Will the optimal solution change as a result? Prove and show all work.
The assignment in management is a two part assignment dealing 1.Theory of function of management. 2. Operations and Controlling.
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Entrepreneur Case Study for Analysis. Analyze Robin Wolaner's suitability to be an entrepreneur
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Prepare a major handout on the key principles of instructional leadership
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