Question: Consider the following LP problem. Minimize z = B.8@xp + 5.96}(2, Subject to Constraint 1: 5x1 + 3x; = 3@, Constraint 2: 2x; + 5xp

Consider the following LP problem. Minimize z = B.8@xp + 5.96}(2, Subject to Constraint 1: 5x1 + 3x; = 3@, Constraint 2: 2x; + 5xp % 33, Constraint 3: X1.%3 Z @, where x; and x, represent the decision variables. Solve the LP problem to answer the following questions. a. What are the values of x; and x; at the optimal solution? What is the minimum value of 2?7 Note: Round your answers to 2 decimal places. Value of x4 at the optimal solution Value of x5 at the optimal solution Minirmum value of z b. Identify the binding and nonbinding constraints and report the surplus value, as applicable. Note: If the answer to constraints is "Non-Binding" enter surplus value or leave cells blank. Constraint 1 Constraint 2

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