Graph a 2-variable integer feasible region. Here are the decision variables and constraints of an integer linear
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Graph a 2-variable integer feasible region.
Here are the decision variables and constraints of an integer linear optimization model:
x1, x2 are integer x1 - x2 -1.5 x1 1 x1 3 x1, x2 0 i) How many feasible decision points are there? ii) If the objective function is to maximize x1, then how many optimal decision points are there?
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