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1. Give the objective function. 3. Min P = 20x + 9y b. Min P = 20x + 30y c. Max P = 9x +
1. Give the objective function. 3. Min P = 20x + 9y b. Min P = 20x + 30y c. Max P = 9x + 6y d. MinP=30x+6y e. MaxP=40x+15y 2. Give a constraint a. 20 + 9y S 12,600 b. 30x + 6y 5 60 c. 20x + 30y 5 12,600 d. 9x + 6y 5 60 e. 9x + 6y 2 3,600 3. Find the optimal value of the objective i a. $l4,500 b. $16,000 c. $ll,283 d. $12,780 6. $l9,800 a b. c. d. e. Use the W ,--m 4. MGM
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Introduction to graph theory
Authors: Douglas B. West
2nd edition
131437372, 978-0131437371
