Question: Below is the section of the linear programming output: The objective function is a profit function expressed as 100x1+ 150x2 variable final reduced objective allowable

Below is the section of the linear programming output: The objective function is a profit function expressed as 100x1+ 150x2

variable	final	reduced	objective	allowable	allowable
	value	cost	coefficient	increase	decrease
x1	321	6	100	20	40

What will happen to the solution if the profit per unit of x1 decreases by $20?

a. The value of the objective function will change, but the values of the decision variables and the shadow prices will remain the same. b. Nothing. The values of the decision variables, shadow prices and objective function will all remain the same c. The problem will need to be re-solved to find the new optimal solutoin. d. Both the objective function and the shadow prices will change

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