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Question 5 A section of output from Excel Solver is shown below. What will happen to the solution if the objective function coefficient for Product
Question A section of output from Excel Solver is shown below. What will happen to the solution if the objective function coefficient for Product A increases by The problem will need to be resolved to find the new optimal solution and shadow prices. The same decision variables will be positive, but their values, the objective function value, and the shadow prices will change. Nothing. The values of the decision variables, the shadow prices, and the objective function will all remain the same. The value of the objective function will change, but the values of the decision variables and the shadow prices will remain the same.A linear program has been solved and sensitivity analysis has been performed. The ranges for the objective function coefficients have been found. For the profit on the upper bound is the lower bound is and the current value is Which of the following must be true if the profit on this variable is lowered to and the optimal solution is found? None of the answers are possible A new corner point will become optimal The solution values for all the decision variables will remain the same A redundant constraint exists in the problem The maximum possible total profit may increase
Question
A section of output from Excel Solver is shown below.
What will happen to the solution if the objective function coefficient for Product A increases by
The problem will need to be resolved to find the new optimal solution and shadow prices.
The same decision variables will be positive, but their values, the objective function value, and the shadow
prices will change.
Nothing. The values of the decision variables, the shadow prices, and the objective function will all remain the
same.
The value of the objective function will change, but the values of the decision variables and the shadow prices
will remain the same.A linear program has been solved and sensitivity analysis has been performed. The ranges for the
objective function coefficients have been found. For the profit on the upper bound is the
lower bound is and the current value is Which of the following must be true if the profit on
this variable is lowered to and the optimal solution is found?
None of the answers are possible
A new corner point will become optimal
The solution values for all the decision variables will remain the same
A redundant constraint exists in the problem
The maximum possible total profit may increase
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