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if so, prove It. i 10. Consider the dual canonical tableau below: X, X, -1 Assume, without loss of generality, that a>0. a. I
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メーーーグn the curent table is Maximum basic leasible 2. Here, 200 and- ri, o,To imization idhlem is nttasihle. rent tahle is Maㄈ bask feasible c hooge Anu 2. C 2. ecugenk table is mazimum 9)으is unbdd rd ts dual and Mininization proktem is is d Consider tabie ㄈ he cuent table is nal gum basio ply same alaathm s n G

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