Question: Problem 1: Consider the following LP: Max X1 s.t. x1 - x2 9 X1,x2 > 0 Part a: Solve the problem graphically Part b: Compute

Problem 1: Consider the following LP: Max X1 s.t.

Problem 1: Consider the following LP: Max X1 s.t. x1 - x2 9 X1,x2 > 0 Part a: Solve the problem graphically Part b: Compute all basic solutions of the LP. For each basic solution, indicate whether the solution is also a basic feasible solution. For each basic feasible solution, indicate which extreme point on your figure corresponds to the basic solution. Part c: Among all of the basic feasible solutions you found in part b, is the one with the greatest objective value optimal for the LP? Explain why or why not

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