Problem No. 1. Three products are made by the Wright Company. The contribution of each of these is as follows: W₁ contribution = P2 per unit W₂ contribution = P4 per unit W3 contribution = P3 per unit Each of these three products is manufactured from three raw materials. Production requirements are as follows: Material 1 Material 2 3 4 2 60 W, requirement in pounds W₂ requirement in pounds W3 requirement in pounds Total pounds available Determine the optimum product mix and the maximum contribution. Use simplex linear programming. Material 3 2 1 2 40 1 3 2 80

Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter16: Table Of Decimal Equivalents And Combined Operations Of Decimal Fractions
Section: Chapter Questions
Problem 34A: A stamped sheet steel plate is shown in Figure 164. Compute dimensions AF to 3 decimal places. All...
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Solve the problem below:
Problem No. 1.
Three products are made by the Wright Company. The contribution of each of these is as follows:
W7 contribution = P2 per unit
W₂ contribution = P4 per unit
W3 contribution = P3 per unit
Each of these three products is manufactured from three raw materials. Production requirements are as follows:
Material 1
Material 2
3
4
2
60
W, requirement in pounds
W₂ requirement in pounds
W3 requirement in pounds
Total pounds available
Determine the optimum product mix and the maximum contribution. Use simplex linear programming.
Material 3
2
1
2
40
1
3
2
80
Transcribed Image Text:Solve the problem below: Problem No. 1. Three products are made by the Wright Company. The contribution of each of these is as follows: W7 contribution = P2 per unit W₂ contribution = P4 per unit W3 contribution = P3 per unit Each of these three products is manufactured from three raw materials. Production requirements are as follows: Material 1 Material 2 3 4 2 60 W, requirement in pounds W₂ requirement in pounds W3 requirement in pounds Total pounds available Determine the optimum product mix and the maximum contribution. Use simplex linear programming. Material 3 2 1 2 40 1 3 2 80
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