Question: x1, x2 are integer x1-x2 is greater than or equal to -1.5 x1 greater than or equal to 1 x1 is less than of equal

x1, x2 are integer

x1-x2 is greater than or equal to -1.5

x1 greater than or equal to 1

x1 is less than of equal to 3

x1, x2 greater than or equal to 0

1. how many feasible decision points are there?

2. if the object function is to maximize x1, then how many optimal decision points are there?

3. if the objective function is to maximize x1+x2, then what is the optimal objective value?

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