ACCA Applied Skills · Performance Management · Dealing with risk and uncertainty in decision-making
Which of the following is a recognised limitation of using expected values to make a decision about a one-off project?
A key limitation is that the expected value is a weighted average that may never actually occur in a one-off decision, and it says nothing about the spread of outcomes or risk. It is also risk-neutral, so it ignores the decision-maker's attitude to risk.
- AThe expected value is an outcome that may never actually occur, so it gives no indication of the spread of possible resultsCorrect
- BExpected values cannot be calculated where probabilities are estimated subjectively
- CExpected values always lead to a risk-seeking decision
- DExpected values can only be used for projects with exactly two outcomes
Explanation
An expected value is a long-run average; for a one-off decision the result may be a figure that never happens, and it ignores variability and the decision-maker's attitude to risk. The other statements are false: subjective probabilities can be used, EV is risk-neutral rather than risk-seeking, and any number of outcomes may be used.
Did you get it right without looking?
One question tells you little. A timed set on Dealing with risk and uncertainty in decision-making shows your real accuracy, how long you take and where you lose marks.
More Dealing with risk and uncertainty in decision-making questions
- Epsilon Co can launch a product at a price of either $10 or $12. Demand at $10 is 20,000 units (prob 0.6) or 10,000 units (prob 0.4). Demand…
- A manager always selects the option with the highest expected value, regardless of the variability of outcomes. How is this manager's attitu…
- A manager chooses the option whose worst possible outcome is the best of all the worst outcomes, ignoring probabilities. Which decision rule…
- Using the same data, Bexley Co profits ($000) under Weak, Normal, Strong are: Project A: 40, 90, 120; Project B: 20, 100, 150; Project C: 60…
- In a decision tree, how should the tree be evaluated to identify the best sequence of decisions?
- Which statement about the minimax regret rule is correct?