Suppose the following constraints hold for a programming model linear A Show graphically that the feasible region is unbounded B If the goal is to maximize , does the model have an optimal solution Yes so, find it If not, explain why not C Repeat the above when the goal is to maximize Observation For parts b and c, use the simplex method X, 3x, 30 3x, x, 530

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Question: Suppose the following constraints hold for a programming model linear: A. Show graphically that the feasible region is unbounded. B. If the goal is to

Suppose the following constraints hold for a programming model linear:

Suppose the following constraints hold for a

A. Show graphically that the feasible region is unbounded. B. If the goal is to maximize Suppose the following constraints hold for a , does the model have an optimal solution? Yes so, find it. If not, explain why not C. Repeat the above when the goal is to maximize

Observation. For parts b and c, use the simplex method.

-X, +3x, 30 - 3x, +x, 530

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