Multiple Choice
Consider the following constraints from a two-variable linear program: X ≥ 1; Y ≥ 1; X + Y ≤ 9. If these are the only constraints, which of the following points (X, Y) CANNOT be the optimal solution?
A) (1, 1)
B) (1, 8)
C) (8, 1)
D) (4, 4)
E) The question cannot be answered without knowing the objective function.
Correct Answer:

Verified
Correct Answer:
Verified
Q75: A linear programming problem has three constraints,
Q76: Suppose that a constraint is given by
Q77: For the constraints given below, which point
Q78: Identify three examples of resources that are
Q79: Suppose that the shadow price for assembly
Q81: In linear programming, a statement such as
Q82: For the following constraints, which point is
Q83: Two methods of solving linear programming problems
Q84: Riker Co. is considering which of 4
Q85: What is the region that satisfies all