Question: For the standard LP problem with A e Rmxn and n > m +1, prove that if there is a feasible solution where the first

For the standard LP problem with A e Rmxn and n

For the standard LP problem with A e Rmxn and n > m +1, prove that if there is a feasible solution where the first m +1 coordinates (components) are nonzero, i.e., x1 +222 +...+em+1m+1 = , then there exists a basic feasible solution (BFS)

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