Linear programming problem is infeasible-unbounded

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Determine whether the following linear programming problem is infeasible, unbounded, or has multiple optimal solutions. Draw a graph to find the feasible region (if it exists) and explain your conclusion. Maximize 50x + 100y Subject to: 2x + 3y > 18 5x + 3y > 30 y < 8 x, y > 0

(please note that all of the '>' are underlined but I was not able to do that on here).

Reference no: EM132218943

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