Question: What is always true about linear programs that are unbounded? (select all correct answers) There is no feasible region. No solution exists that satisfies all

What is always true about linear programs thatWhat is always true about linear programs that

What is always true about linear programs that are unbounded? (select all correct answers) There is no feasible region. No solution exists that satisfies all of the constraints. All constraints are binding. There must be at least 4 constraints. The feasible region must also be unbounded. Solver will say that the objective cell values do not converge. It cannot be a minimization problem. What is always true about linear programs that are infeasible? (select all correct answers) At least one of the constraints must have a

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