Exam 18: Introduction to Optimization
Exam 1: Introduction to Operations132 Questions
Exam 2: Operations Strategy and Competitiveness130 Questions
Exam 3: Product Design and Process Selection128 Questions
Exam 4: E-Commerce and Supply Chain Management138 Questions
Exam 5: Total Quality Management142 Questions
Exam 6: Statistical Quality Control132 Questions
Exam 7: Just-In-Time and Lean Systems137 Questions
Exam 8: Forecasting126 Questions
Exam 9: Capacity Planning and Facility Location137 Questions
Exam 10: Facility Layout139 Questions
Exam 11: Work System Design123 Questions
Exam 12: Independent Demand Inventory Management137 Questions
Exam 13: Aggregate Planning105 Questions
Exam 14: Resource Planning131 Questions
Exam 15: Scheduling131 Questions
Exam 16: Project Management124 Questions
Exam 17: Spreadsheet Modeling: an Introduction137 Questions
Exam 18: Introduction to Optimization108 Questions
Exam 19: Waiting Line Models129 Questions
Exam 20: Master Scheduling and Rough-Cut Capacity Planning57 Questions
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If a firm is using a linear program to determine production amounts of its chairs and tables,which of the following constraints must be in the model?
(Multiple Choice)
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The optimal solution to an optimization problem is the feasible solution with the largest (for a "min" problem)objective function value.
(True/False)
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Car Phones,Inc.(CP),sells two models of cell phones: Model A and Model B.Records show that 3 hours of sales time are used for each Model A cell phone that is sold and 5 hours of sales time for each Model B telephone.A total of 600 hours of sales time is available for the next 4-week period.In addition,management planning policies call for minimum sales goals of 100 units for Model A and 80 units for Model B.Furthermore,the number of phones that CP makes is limited by its critical process,the plastic injection molding machine,which can produce a maximum of 1500 phones per 4-week period.CP makes a $40 profit contribution for each Model A sold and a $50 profit contribution for each Model B sold.Formulate a Linear Program that can be used to determine the optimal production amounts CP for the next 4-week period.
(Essay)
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The Village Butcher Shop traditionally makes its meat loaf from a combination of lean ground beef and ground pork.The ground beef contains 80 percent meat and 20 percent fat,and costs the shop 80 cents per pound; the ground pork contains 68 percent meat and 32 percent fat,and costs 60 cents per pound.Formulate a linear program to determine the amount each kind of meat that the shop should use in each pound of meat loaf if it wants to minimize its cost and to keep the fat content of the meat loaf to no more than 25 percent.
(Essay)
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In Solver,the __________ is the cell that you want to maximize or minimize.
(Short Answer)
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The Answer Report Target Cell,Adjustable Cell,and Constraint sections all include:
(Multiple Choice)
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Formulate the following as a linear program.
Frank's art class must provide instructions on painting (P),carving (C),and clay modeling (M).Frank has a limited material budget of $3,000.The costs per student usage for the supplies are $25,$18,and $14,respectively.Frank must provide instruction and practice opportunities for each method.What is the optimum combination of art supplies Frank should procure for the class?
(Essay)
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