Question: A Linear programming problem has the following three constraints: 22X + 57Y

A Linear programming problem has the following three constraints: 22X + 57Y <= 1254; 17X + 23Y= 391; and 12X - Y <= 174.087 . The objective function is Min 17X + 49Y . What combination of X and Y will yield the optimum solution for this problem?

15 , 5.91304

unbounded problem

23 , 0

infeasible problem

0 , 17

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