Question: #1. Consider the following linear programming model. Maximize Z = 3 X1 +5 X2 S.t. X1 ==0 a. Solve the LP using graphical method. b.

#1. Consider the following linear programming model. Maximize Z = 3 X1 +5 X2 S.t. X1 ==0 a. Solve the LP using graphical method. b. Use graphical analysis to identify all the corner-point solutions for this model. Label each as either feasible or infeasible. Corner-point (x1, x2) Feasibility solutions C. Calculate the value of the objective function for each of the CPF solutions. Use this information to identify an optimal solution. Corner-point (x1, x2) Objective Value feasible solutions Z d. Write the LP model problem in Augmented form of the model. e. Solve the problem using the tabular form of the Simplex method. f. Verify the optimal solution you obtained by using Excel solver

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