W3 - Management accounting - Decision making under conditions of risk and uncertainty

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Last updated 1:39 PM on 3/14/26
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53 Terms

1
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Where does the rational model come from & how does it view decision making & what do managers do in this model

-neoclassical economics

-views decision making as a logical and structured process aimed at maximising wealth/profit

-managers analyse all options available & choose the best one

2
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what are the key assumptions of the rational model

-decision makers (managers) know exactly what they want to achieve

-decision makers have full information

-decision makers can evaluate alternatives consistently

3
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what is the key limitation of the rational model

assumes logic → doesn’t account for emotion, politics, persuasion, negotiation, inconsistent personal values

4
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state 5 elements of rational decision making model

1)Objective criterion (decision) → goal used to evaluate decisions eg max profit / minimise costs

2) Set of alternative actions → possible decisions available eg launch product / dont launch product

3) state of nature → an event that may occur & is outside the decision makers control eg low demand/high demand

4) set of probabilities →Each state of nature has a probability representing how likely it is to occur → chance of an event happening

5) Possible outcomes → Each combination of, a decision (alternative) and a state of nature produces an outcome →measured using objective criterian

5
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What are the 4 elements of decision making

1) Implement the chosen action → put decision into practice

2) Outcome of action → state of nature is known eg demand is high/low

3)Performance eval →managers evaluate result →match objective?

4)Feedback →helps future decision making

6
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risk v uncertainty. define risk (when it exists)

-possible outcomes = known

-probability of possible outcomes = known

-therefore can analyse decisions mathematically → often comes from historical data

7
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risk v uncertainty. define uncertainty

-possible outcomes = known

-probability of possible outcomes = unknown

-eg launching a new product we know demand can be high, mid, low but cant estimate probability reliably

8
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what are events/states of nature

-things affecting decisions outside decision makers control

9
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what are the 2 types of probabilities and what it entails

-objective probability = mathematical/historical data

-subjective probability = managers judgement/belief →experience/expectations

10
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what does a probability distribution list

-all possible outcomes

-probability of all possible outcomes

11
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advantage of a probability distribution

-gives more info → can recognise uncertainty → could be a loss could be a profit

12
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Limitation of probability distrbution

info overload

13
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What are the 3 key summary measures that help analyse risk and return

1) Expected value (EV) → average expected outcomes

2)Standard deviation (SD) → measures risk

3)Coefficient of Variation (CoV) → measures risk relative to expected return

14
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Expected Value formula

EV=∑(Outcome×Probability)

-choose highest expected value

15
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what does standard deviation show and the formula

-standard deviation measures dispersion of outcomes.

-Outcome = possible result

-EVEVEV = expected value

-Probability = likelihood of the outcome

<p>-standard deviation measures <strong>dispersion of outcomes</strong>.</p><p>​</p><p>-Outcome = possible result</p><p>-EVEVEV = expected value</p><p>-Probability = likelihood of the outcome</p><p></p><p></p>
16
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why cant standard deviation alone calculate risk →

products have diff expected values

17
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Coefficient of Variation Formula

CoV=Standard deviation / Expected value

18
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what does coefficient variation formula measure and what does a higher cov mean

-risk per unit of return

-higher cov = higher risk per unit

19
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what are ev, sd and cov

summary measures of risk and return

20
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why are the summary measures - ev,sd and cov not perfect

-reduce the probability distribution into single numbers → better to analyse prob distribution

21
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what does a decision tree show

  • Courses of action (c.o.a) → the choices the decision maker can take

  • Events (states of nature) → uncertain things that may happen

  • Outcomes → the resulting profit or loss

22
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When is maximax, maximin, & regent criteria used

-they are used when probabilities of states of nature are unknown

-decision making under uncertainty

23
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what does maximin suggest

maximin = worst possible outcomes

24
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maximax define

maximax = best possible outcome will happen

25
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regret criterion define

regret criterion = difference between the payoff of the best decision and the payoff of the chosen decision

-choose the option that minimises the maximum regret

26
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whats the decision rule for

-maximin

-maximax

-regent criteria

largest min pay off

largest max payoff

option w smallest max regret

27
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<p>Based on regret criteron which project should be chosen</p>

Based on regret criteron which project should be chosen

project N

28
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Whats the role of extra information

to help predict state of nature to make the best decision

29
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benefits / drawbacks of getting info

-reduces uncertainty

-improves decisions

-costs money

30
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define perfect information + example

-info that predicts the future with 100% accuracy

-tells you exactly what state of nature will occur

-eg a consultant who predicts demand w 100% accuracy

31
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define imperfect info

-info that is not perfectly accurate

-eg market research that is 80% accurate

32
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what is the value of perfect info (EVPI) + formula

-increase in expected profit from the perfect info

-EV with info - EV without info

33
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key rule/steps for calculating EV when you have imperfect info

Step 1
Calculate EV for each decision given the prediction

Step 2
Choose the best decision after each prediction

Step 3
Multiply each by the probability of the prediction

34
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key rule/steps for calculating EV when you have perfect info

1⃣ Calculate EV of each option
2⃣ Choose highest EV → EV(no info)
3⃣ Take best payoff in each state
4⃣ Multiply by probabilities → EV(perfect)
5⃣ EVPI = difference

35
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what is cvp

cost volume profit analysis

helps w how many units for breakeven, how profit will change is sales increase, what is the risk of making a loss

36
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break even units formula

Break−even= = Fixed cost / Contribution per unit

37
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break even revenue formula

Break even revenue= Fixed Costs​ / Contribution margin ratio

38
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What is margin of safety?

Difference between expected sales and break even sales

39
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What is the z-score formula?

z= (σ*x) / μ​

40
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What symmetry rule applies to the normal distribution?

P(Z ≥ −a ) = P(Z ≤ a )

41
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If break-even sales are below the mean, what should the probability of breaking even be?

Greater than 50%.

42
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If break-even sales are above the mean, what should the probability of breaking even be?

Less than 50%.

43
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Why do we consider risk attitudes in decision making?

Because decision makers care about utility (satisfaction) not just money

44
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What assumption does Expected Value (EV) make about decision makers?

they are risk neutral

45
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What is a risk-averse decision maker?

What is a risk - neutral decision maker

What is a risk - seeking decision maker

-Someone who prefers less risk and more certainty.

-Only cares about EV and is indifferent towards risk

-Someone who prefers risky decisions with a potential for a larger payoff

46
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What replaces expected value when modelling risk attitudes?

-expected utility

47
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formula for expected utility

EU=∑(Utility×Probability)

48
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Utility function for a risk-averse decision maker?

U(x)= square root V(x)​

-Utility increases more slowly than money, meaning additional gains provide diminishing satisfaction.

49
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Utility function for a risk neutral decision maker

U(x)= V(x)​

-Utility increases linearly with money, meaning the decision maker cares only about EV.

50
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what is the utility function for a risk seeking decision maker

U(x)=(V(x))2

Utility increases faster than money, making large payoffs very attractive.

51
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Utility increases faster than money, making large payoffs very attractive.

  • Convert payoffs into utility values using the utility function.

  • Multiply utility by probabilities.

  • Sum to obtain expected utility.

  • Choose the highest EU.

52
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Why is expected utility considered more realistic than expected value?

Because it incorporates individual attitudes toward risk.

53
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What is a key criticism of expected utility theory?

It may not fully capture human psychology or moral considerations.