Question: In one simplex tableau, there is an index Je such that (c-cB-N) = 0 and (B-N) 0. What can you say about the linear

In one simplex tableau, there is an index Je such that (c-cB-N)

In one simplex tableau, there is an index Je such that (c-cB-N) = 0 and (B-N) 0. What can you say about the linear program in terms of unboundedness? You may get insights from max (2r1-12 | 221-2 0; 21-1 0; 1,2 0}.

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