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Q Search Preview File Edit View Go Tools Window Q Help Adelphi Math Concepts Linear Programming-Dec 14 2017.pdf (1 page)- 4. Using the matrix below, answer the following questions Hours required to make one of each product Gallons of water required to make one of each product Pounds of materials required to make one of each product Cost to make one of each product 4 Product A Product B Product C 4 3.5 1.5 Available 700 hours 8 5 7 900 gallons 2 2 4 800 pounds $18 $20 $22 $30 $33 $35 Retail price when selling one of each product 0 What is the linear program for cost? о What is the linear program for revenue? o What is the linear program for profit? о 00 What is the linear program for revenue if no one product can be more than half of all products made? What is the linear program for revenue if there must be at least 100 gallons of left over water? What is the linear program for revenue that uses all the hours? Problem 3 (20pts). Consider the linear program: max cx s.t. Ax <b x ≥ 0. Suppose linear program (1) is unbounded. Now consider the linear program: s.t. maxx сх Ax b' x ≥ 0. (1) Assume that linear program (2), under the modified right-hand side b', is feasible. Thus, model (2) either has a finite optimal solution or is unbounded. Are both situations possible? Explain your response in detail. Q Search Preview File Edit View Go Tools Window Q Help Adelphi Math Concepts Linear Programming-Dec 14 2017.pdf (1 page)- 4. Using the matrix below, answer the following questions Hours required to make one of each product Gallons of water required to make one of each product Pounds of materials required to make one of each product Cost to make one of each product 4 Product A Product B Product C 4 3.5 1.5 Available 700 hours 8 5 7 900 gallons 2 2 4 800 pounds $18 $20 $22 $30 $33 $35 Retail price when selling one of each product 0 What is the linear program for cost? о What is the linear program for revenue? o What is the linear program for profit? о 00 What is the linear program for revenue if no one product can be more than half of all products made? What is the linear program for revenue if there must be at least 100 gallons of left over water? What is the linear program for revenue that uses all the hours? Problem 3 (20pts). Consider the linear program: max cx s.t. Ax <b x ≥ 0. Suppose linear program (1) is unbounded. Now consider the linear program: s.t. maxx сх Ax b' x ≥ 0. (1) Assume that linear program (2), under the modified right-hand side b', is feasible. Thus, model (2) either has a finite optimal solution or is unbounded. Are both situations possible? Explain your response in detail.
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In the given problem we start with the linear program 1 in the standard form max cx st Ax b x 0 From ... View the full answer
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Income Tax Fundamentals 2013
ISBN: 9781285586618
31st Edition
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
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