Question: (2). Consider the LP below. The BFS (corners) are (0,0) (0.4) (1,4) (3,2) (3,0). The optimal solution is at 13 and 2 = 2.

(2). Consider the LP below. The BFS ("corners") are (0,0) (0.4) (1,4)

(2). Consider the LP below. The BFS ("corners") are (0,0) (0.4) (1,4) (3,2) (3,0). The optimal solution is at 13 and 2 = 2. max =2x1+x2 s.t. 21+22 5 21 3 22 4 1,2 0 (a). What is the range of c the objective coefficient of 21 (currently 2) for which this BFS remains optimal: (b). What is the range of b the right hand side of the second constraint (currently 3) for which this BFS remains optimal: (c). What is the dual price of the second constraint?

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