Question: these all go together please answer all 4. Blazer Panels produces four different types of wood paneling. Each type of paneling is made by gluing

these all go together please answer all 4. these all go together please answer all 4. Blazer
these all go together please answer all 4. Blazer
these all go together please answer all 4. Blazer
these all go together please answer all 4. Blazer
Blazer Panels produces four different types of wood paneling. Each type of paneling is made by gluing and pressing together a different mixture of pine and oak chips. The following table summarizes the required amount of gluing, pressing, and mixture of wood chips required to produce a single pallet of each type of paneling: Resources Required per Pallet of Paneling Type Tahoe Pacific Savannah Aspen Glue (quarts) 70 50 90 60 Pressing (hours) 5 10 15 7 Pine chips (pounds) 400 500 400 300 Oak chips (pounds) 400 700 250 500 In the next production cycle, you have 5,800 quarts of glue: 730 hours of pressing capacity: 29.200 pounds of pine chips, and 60,500 pounds of oak chips available. Further assume that each pallet of Tahoe, Pacific, Savannah, and Aspen panels can be sold for profits of $450, $1,150, $800, and $400, respectively. Assuming the number of pallets you decide to manufacture of each type Tahoe, Pacific, Savannah, and Aspen is represented by X, X, X3, and Xa respectively, which of the following is NOT correct for a solution where X X2 X3 X41? In case you need Excel: CalcUsingExcele The objective function value will be $2800 There will be 650 hours of pressing hours left There will be 5530 quarts of glue left There will be 27600 pounds of pine chips left There will be 58650 pounds of oak chips left Referring back to the BlazerPanels optimization question for which the data is repeated below and assuming the number of pallets you decide to manufacture of each type Tahoe, Pacific, Savannah, and Aspen is represented by X1, X2, X3, and X4 respectively, what is the constraint on pressing hours? Resources Required per Pallet of Paneling Type Tahoe Pacific Savannah Aspen Capacity Glue (quarts) 70 50 90 60 5800 Pressing (hours) 5 10 15 7 730 Pine chips (pounds) 400 500 400 300 29200 Oak chips (pounds) 400 700 250 500 60500 Profit per pallet $450 $1150 $800 $400 In case you need Excel: CalcUsingExcel 70X150X2 + 90X2 + 60XA = 580 5X1 + 10%, +15%, +7X4 = 730 SX4 + 10X, 15X3 +7X4 = 730 Referring back to the Blazer Panels optimization question for which the data is repeated below and assuming the number of pallets you decide to manufacture of each type Tahoe, Pacific, Savannah. and Aspen is represented by X1, X2, X3, and X, respectively, what is the objective function? Resources Required per Pallet of Paneling Type Tahoe Pacific Savannah Aspen Capacity Glue (quarts) 70 50 90 60 5800 Pressing (hours) 5 10 15 7 730 Pine chips (pounds) 400 500 400 300 29200 Oak chips (pounds) 400 700 250 500 60500 Profit per pallet $450 $1150 $800 $400 In case you need Excel CalcUsingExcele 5,800X1+730X2 + 29,200X3 + 60,500X4 400X: + 700X2 + 250X3 + 500X4 1150X1800X2 + 400X3 .450X4 400X1500X2 + 400X3 + 300X 450X; + 1150X, * 800X, + 400X4 Referring back to the BlazerPanels optimization question for which the data is repeated below and assuming the number of pallets you decide to manufacture of each type Tahoe, Pacific, Savannah, and Aspen is represented by X1, X2, X3, and Xa respectively, which constraint(s) is(are) violated at solution X2=X2=X3=Xx=20? Resources Required per Pallet of Paneling Type Tahoe Pacific Savannah Aspen Capacity Glue (quarts) 70 50 90 60 5800 Pressing (hours) 5 10 15 7 730 Pine chips (pounds) 400 500 400 300 29200 Oak chips (pounds) 400 700 250 500 60500 Profit per pallet $450 $1150 $800 $400 In case you need Excel: CalcUsing Excele Glue Capacity Pressing Hours Capacity Pine Chips Capacity Both Pressing Hours and Oak Chips Capacity Both Pressing Hours and Pine Chips Capacity

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