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In order for a two-decision-variable linear programming problem to have multiple optimal solutions, the optimal solutions must exist: Select one: a. on a non-redundant constraint
In order for a two-decision-variable linear programming problem to have multiple optimal solutions, the optimal solutions must exist:
Select one:
a. on a non-redundant constraint parallel to the objective function.b. at the intersection of two non-binding constraints.c. at the intersection of the objective function and a constraint.d. at the intersection of two nonnegative constraints.e. at the intersection of three or more constraints.
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