Decision variables in an linear
programming model are
1)Uncontrollable 2)Controllable 3)Parameters 4)Constants
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Decision variables in a linear programming model are controllable. So option 2 is the correct answer.
- Decision variables are the unknown quantities that are estimated as an output of the LPP solution.
- Function of decision variable: All linear programming problems aim to either minimise or maximise some numerical value representing cost, profit, quantity of production etc.
- The decision variable is a quantity that a decision maker can control.
- For example, in a hospital for labour scheduling, the number of nurses to employ during that shift in an emergency room may be a decision variable.
- Decision variables are unknowns of a mathematical programming model.
- We can typically determine their optimum values with an optimisation method.
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