While a regular linear programming model has an infinite number of possible solutions, the integer counterpart has:
A) An infinite and identical set of possible solutions.
B) An infinite but different set of possible solutions.
C) A limited number of possible solutions.
D) All of the above are possible solution sets for the integer counterpart of a regular linear programming model.

Question

Quizplus · Accepted Answer

Integer linear programming problems have a finite set of solutions because the variables can only take on integer values, which limits the number of possible solutions compared to the continuous case where variables can take on any value within a range.

While a Regular Linear Programming Model Has an Infinite Number