Mathematics, 13.07.2021 17:10 sophiaa23
Consider the following linear programming problem and its optimal final tableau shown below:
Maximum 2x1 + x2- x3
subject to x1 + 2x2 + x3 <= 8
-x1 + x2 - 2x3 <= 4
x1, x2 x3 >=0
Required:
a. Write the dual problem and find the optimal dual variables from the foregoing tableau.
b. Using sensitivity analysis, find a new optimal solution if the coefficient of x2 in the objective function is changed from 1 to 5.
c. Suppose that the coefficient of x2 in the first constraint is changed from +2 to 1/6. Using sensitivity analysis, find a new optimal solution.
d. Suppose that the following constraint is added to the problem: x^2 + 2x^3 = 3. Using sensitivity analysis, find the new optimal solution.
e. If you were to choose between increasing the right-hand-side of the first and second constraints, which one would you choose? Why? What is the effect of this increase on the optimal value of the objective function?
Answers: 1
Mathematics, 21.06.2019 18:30, angelapegues20097
Tyler enjoys the fish so much that after his birthday his family decides to take him to a famous aquarium a tank at the aquarium is similar to his tank with the scale factor of 8 how many times greater is the volume of the tank at the aquarium than the volume of tyler tank
Answers: 2
Mathematics, 21.06.2019 18:30, nikidastevens36
Idon’t understand! use slope intercept form to solve: through: (2,5) slope= undefined
Answers: 1
Consider the following linear programming problem and its optimal final tableau shown below:
Maximu...
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