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Linear programming problem with a graph and constraints for maximizing profit.

A whiteboard showing a linear programming problem with a graph, equations, and a shaded feasible region. The objective function is P = 40x + 30y, with constraints 2x + y = 320 and x + y = 240. Points (0,0), (160,0), and (0,240) are labeled, and the optimal solution is at (10,240).

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