D. Risk and uncertainty in the short term Flashcards

1
Q

What is the difference between risk and uncertainty?

A

risk

  • quantifiable
  • outcomes have probabilities so can apply maths

uncertainty

  • unquantifiable
  • outcomes cant be mathematically modelled as probabilities are unknown
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2
Q

What is the expected value (EV)?

A

average result of all possible outcomes

-e.g if outcome is performed 1000 times

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3
Q

How is the expected value calculated?

A

sum of (p multiplied by x)

X=future outcomes
p=probability of the outcome occurring

weighted average of all possible outcomes

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4
Q

What is on the axis of a histogram?

A

outcomes vs probability

-each bar represents an outcome

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5
Q

What are the advantages of EV?

A
  • takes account of risk
  • easy decision rule: single number
  • simple to calculate
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6
Q

What are the disadvantages of EV?

A
  • subjective
  • not useful for one-offs
  • ignores attitude to risk (assumed risk neutral)
  • answer may not be possible
  • ignores the spread of outcomes
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7
Q

What does the EV NOT represent?

A
  • most likely outcome (one with highest probability)

- may not even represent a possible outcome

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8
Q

What are the 3 types of decision makers?

A

risk seeker
risk neutral
risk averse

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9
Q

What is a risk neutral decision maker?

A
  • consider all possible outcomes
  • select strategy that maximises the EV
  • focus on the EV
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10
Q

What is a risk seeking decision maker?

A
  • select strategy with best possible outcome
  • regardless of likelihood
  • ignore EV
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11
Q

What is a risk averse decision maker?

A
  • avoid risk

- select lower, but more certain outcome than higher payoff

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12
Q

What is the basis of utility theory?

A

individual’s attitude to certain risk profiles will depend on the amount of money involved
-shows that basing options solely on EV ignores range of possibilities

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13
Q

What is a pay-off table?

A

illustrates all possible profits/losses

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14
Q

What is the maximax rule?

A

select option that maximises the maximum pay-off

-for optimists/risk lovers

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15
Q

What is the maximin rule?

A

option that maximises the minimum possible pay-off

-for pessimist/risk averse

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16
Q

What is the minimax regret rule?

A

minimises maximum regret

  • i.e opportunity loss/ shortfall from maximum contribution
  • regret table:max demand at each choice then pick minimum
17
Q

What is perfect information?

A

forecast is correct

  • 100% accurate prediction
  • choose most beneficial action
18
Q

What is imperfect information?

A

not 100% correct

19
Q

How can value of information be caluclated?

A
expected profit (outcome) WITH the info 
less expected profit (outcome) WITHOUT the info
20
Q

What is a decision tree?

A

diagrammatic representation of a decision problem, where all possible courses of action are represented and every possible outcome of each course of action is known

21
Q

What is a joint probability?

A

where outcome of one event depends on the outcome of a preceding event

22
Q

What do squares and circles represent in a decision tree?

A

square: represent a decision point i.e can choose a course of action
circle: change outcome point i.e subject to probabilities

23
Q

How are decision trees used in decision making?

A
  • calculate EV at each outcome point from right to left
  • choose best option at each decision point
  • recommend course of action to management
24
Q

What are the benefits of using a decision tree?

A
  • maps out clearly decisions in uncertainty
  • shows how interrelated events are
  • clearly annotates tree with probabilities, cash floes and EVs
25
Q

What other factors should be taken into account when considering decision tree-type problems?

A
  • assumes risk neutrality
  • sensitivity analysis:values are subjective
  • oversimplification:to make trees manageable, has to be simplified
  • suffers limitations of EV
26
Q

What is standard deviation?

A

compares actual outcomes to expected value

-measure of volatility:how far they deviate

27
Q

How does the standard deviation aid decision making?

A

higher SD means more risk and volatility

28
Q

What is the coefficient of variation?

A

measures the relative size of risk for projects that have varying SDs
-smaller coefficient=less dispersed and less risky

29
Q

How is the coefficient of variation calculated?

A
  • find SD:square of the deviations from the mean

- divide by mean or EV

30
Q

What is the peak of a normal distribution curve?

A

the mean

31
Q

How is data split in the bell shaped curve?

A

50% to the right, 50% to the left

32
Q

What are the characteristics of a normal distribution curve?

A
  • continuous probability distribution
  • probabilities are represented by areas under the curve
  • total area under curve=1
  • curve is symmetrical and bell shaped
  • width of the curve is measured in terms of SD
  • mean, median and mode are at the centre of the curve
33
Q

What is the z score?

A

allows us to calculate the proportion of the distribution meeting certain criteria for any normal distribution
-i.e we can determine probabilities

34
Q

How is z score calculated?

A

difference/SD

-deduct z score from 0.5

35
Q

What is sensitivity analysis in decision making?

A
  • takes each uncertain factor in turn
  • calculates the change that would be necessary in that factor before the original decision is reversed
  • established which estimates are more critical
36
Q

What is the sensitivity analysis process?

A
  • best ESTIMATES made and a decision arrived
  • each variable analysed in turn to see EFFECTS of change on estimate
  • estimates for each variable can then be reconsidered to assess the LIKELIHOOD of the decision being wrong
37
Q

What are the strengths of sensitivity analysis?

A
  • info presented to mgmt in a form which facilitates subjective judgement to decide the likelihood of the various possible outcomes considered
  • identifies area which are crucial to the success of the project so they can be monitored
38
Q

What are the weaknesses of sensitivity anlaysis?

A
  • assumed that changes to variables can be made independently. Can simulate to make more than one change
  • only identifies how far a variable needs to change; does not look at the probability of such a change
  • provides information on the basis of which decisions can be made but it does not point to the correct decision directly