How can allowing fractional values lead to unrealistic solutions in some real-world decision-making problems?
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Fractional values may result in decisions that cannot actually be implemented, such as purchasing 1.5 machines or assigning 5.8 workers.
Allowing fractional values can create unrealistic solutions when decision variables must be whole numbers. For example, a business cannot hire 2.5 employees or produce 3.7 machines, so integer values are needed for practical decisions.
Allowing fractional values leads to unrealistic solutions because you cannot realistically build 3.7 bridges, operate 0.4 airplanes, or employ a fraction of a person to complete a critical project.
Allowing fractional values produces impossible results when dealing with whole items, like assigning half a person to a shift or buying part of a truck.
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