Question: 3. (4 points) Consider the modified Reddy Mikks Linear Programming (LP) problem as follows: Maximize z = 5x1 + 4x2 Subject to: 6x1 + 4x2

3. (4 points) Consider the modified "Reddy Mikks

3. (4 points) Consider the modified "Reddy Mikks Linear Programming (LP) problem as follows: Maximize z = 5x1 + 4x2 Subject to: 6x1 + 4x2 = 24 x + 2x2 = 6 X, X = 0 Part I: Solve the above LP problem using the Graphical Extreme Points Enumeration (GEPE) Method. Show all details!! Part II: Solve the above LP problem using the Algebrate Extreme Points Enumeration (AEPV) Method, Show all details!! (Use the table below). Basic Variables (proposed) Corresponding A Columns Can it be BASIS? Why? Solution (x1,x2, Slacks/Surpluses ) Is it basie feasible solution? Remarks Objective (why?) funetion value Part III: Solve the above LP problem using the Algebraic Simplex (A-Simplex) Method. Show all details!! Part IV: Solve the above LP problem using the Tableau Simplex (T-Simplex) Method. Show all details!! Part V: Comment & Compare on the FOUR methods with respect to their Practicality & Efficiency in higher LP dimensions

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