## [answered] Below is the computer solution to a linear programming prob

Below is the computer solution to a linear programming problem: (see attachment)

Note:? The Reduced Cost is often referred to as the Coefficient Sensitivity.

a)? Write the objective function in equation form and write the constraints as equalities or inequalities.

b)? What are the values of the variables at optimality and what is the value of the objective function at optimality?

c)? If there was an opportunity to purchase additional units of each resource (as expressed by the constraints), based on the sensitivity analysis which resource(s) would you consider for purchase?? Why?? Identify all of the resources that you would consider.? If you did not consider a resource for purchase, why did you exclude it?? Remember that Constraint 1 is equivalent to Resource 1, Constraint 2 is Resource 2, and Constraint 3 is Resource 3.??

d)? Suppose the contribution of variable X2 in the objective function increases by 10.? What are the values of the variables at optimality now and what is the value of the objective function at optimality with this change?? Use the above sensitivity analysis in answering this question and provide the sensitivity analysis information you used.???

Below is the computer solution to a linear programming problem: Note: The Reduced Cost is often referred to as the Coefficient Sensitivity.

a) Write the objective function in equation form and write the constraints as equalities or

inequalities.

b) What are the values of the variables at optimality and what is the value of the objective

function at optimality?

c) If there was an opportunity to purchase additional units of each resource (as expressed by the

constraints), based on the sensitivity analysis which resource(s) would you consider for

purchase? Why? Identify all of the resources that you would consider. If you did not consider a

resource for purchase, why did you exclude it? Remember that Constraint 1 is equivalent to

Resource 1, Constraint 2 is Resource 2, and Constraint 3 is Resource 3.

d) Suppose the contribution of variable X2 in the objective function increases by 10. What are

the values of the variables at optimality now and what is the value of the objective function at

optimality with this change? Use the above sensitivity analysis in answering this question and

provide the sensitivity analysis information you used. 2

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