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Maps Gmail StormGain Microsoft Office Ho... X Soru 10 Sailco Corporation must determine how many sailboats should be produced during each of the next four quarters. The demand during each of the next four quarters is as follows: 40, 60, 75 and 25. Sailco must meet demands on time. At the beginning Sailco has an inventory of 10 boats. During each quarter Sailco can produce up to 40 sailboats with regular time with a cost of $400 per boat. Sailco can produce additional sailboats with overtime at a cost of $450 per boat. At the end of each quarter a holding cost of $20 per sailboat is incurred. What is the objective function of this linear LP lets define that li: Amount of inventory in ith season. Xi: Amount of sailboats produced in ith season with regular time. Yi: Amount of sailboats produced in ith season with over time. D = (40, 60, 75,20) A max 400x1+400x2+400x3+400x4+450y1+450y3+450y4+2011+2012+2013+2014 B) max 400x1+400x2+400x3+400x4+450y1+450y2+450y3+450y4+2011+2012+2013+2014 C min 400x1+400x2+400x3+400x4+450y1+450y2+450y3+450y4+2011+2012+2013+2014 D) min 400x1+400x2+400x3+400x4+450y1+450y3+450y4+2011+2012+2013+2014 Type here to search 86 Maps Gmail StormGain Microsoft Office Ho... X Soru 10 Sailco Corporation must determine how many sailboats should be produced during each of the next four quarters. The demand during each of the next four quarters is as follows: 40, 60, 75 and 25. Sailco must meet demands on time. At the beginning Sailco has an inventory of 10 boats. During each quarter Sailco can produce up to 40 sailboats with regular time with a cost of $400 per boat. Sailco can produce additional sailboats with overtime at a cost of $450 per boat. At the end of each quarter a holding cost of $20 per sailboat is incurred. What is the objective function of this linear LP lets define that li: Amount of inventory in ith season. Xi: Amount of sailboats produced in ith season with regular time. Yi: Amount of sailboats produced in ith season with over time. D = (40, 60, 75,20) A max 400x1+400x2+400x3+400x4+450y1+450y3+450y4+2011+2012+2013+2014 B) max 400x1+400x2+400x3+400x4+450y1+450y2+450y3+450y4+2011+2012+2013+2014 C min 400x1+400x2+400x3+400x4+450y1+450y2+450y3+450y4+2011+2012+2013+2014 D) min 400x1+400x2+400x3+400x4+450y1+450y3+450y4+2011+2012+2013+2014 Type here to search 86
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