Question: Solve the following linear programming problem using the graphical method and answer the following questions Maximize Z-2x+10% Subject to 10x3+4x240 X+2 x 514 Is any

Solve the following linear programming problem using the graphical method and answer the following questions Maximize Z-2x+10% Subject to 10x3+4x240 X+2 x 514 Is any constraint binding? If so which one? Find the range of optimality for the coefficient in the objective function? III. Find the range of feasibility for each constraint's RHS? Page 2 of 2 Question #3 Consider the following LP model and it is graphical solution to answer questions from a) to g) Maximize ze 4X:+SX Subject to: Xiss (1) (2) 2x:+X512 Xi+2x2812 (3) X, X20 (4) 17 13 10 TO a) What is the optimal solution X, Xa and Z? b) Determine the optimality range of the objective function coefficient Determine the feasibility range of the right-hand side for constraint 1, 2 and 3 d) How many basic feasible solutions in this problem? e) Is there any binding constraint(s)? Dose any constraint has a slack? Which one and by how much? E) Dose any constraint has a surplus? which one and by how much

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