Question: 5. EXTRA CREDIT (10 Points) Consider the linear program Max z = CX1 + CX2 s. t. 2x - x 1 -x + 3x2 x

5. EXTRA CREDIT (10 Points) Consider the linear program Max z = CX1 + CX2 s. t. 2x - x 1 -x + 3x2 x + 2x 8 X1, x > 0 where c and C are yet unspecified nonnegative numbers. Demonstrate that the extreme point (2, 3) is optimal whenever C 20

5. EXTRA CREDIT (10 Points) Consider the linear program Maxz=c1x1+c2x2s.t.2x1x21x1+3x22x1+2x28x1,x20 where c1 and c2 are yet unspecified nonnegative numbers. Demonstrate that the extreme point (2,3) is optimal whenever c22c1

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