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Downloadable - About University

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The representativeness heuristic 255<br />

Test your judgment: answer to question 4<br />

Q4. To what extent was your estimate influenced by the low-reliability<br />

personality sketch and the extent to which this appeared to be<br />

representative of someone with a criminal record? The base rate<br />

would suggest that the probability should be close to 8%.<br />

2. Expecting sequences of events to appear random<br />

When a sequence of events is generated by a random process people<br />

expect the sequence to represent the characteristics of randomness. For<br />

example, if a coin is about to be thrown six times they would tend<br />

to expect the sequence H-H-H-T-T-T to be less likely to occur than<br />

the sequence T-H-H-T-H-T which appears to be more representative<br />

of a random process (of course, both sequences are equally likely).<br />

The belief is that even short sequences of events should manifest the<br />

essential characteristics of the random process that is generating them.<br />

Runs, where the same result is repeated, are expected to be short and<br />

a frequent alternation between the events is expected. In fact, short<br />

random sequences will often contain several repetitions of the same<br />

event. For example, of the 64 possible, and equally likely, sequences<br />

which can be generated by six throws of a fair coin, 38 have runs of the<br />

same result coming up on three or more consecutive throws.<br />

Biases like this can lead to errors in forecasts based on judgment. For<br />

example, Eggleton 4 asked subjects to produce forecasts of artificially<br />

generated monthly production costs. The subjects perceived the series<br />

where there was a systematic alternation between high and low costs to<br />

be random, while they thought that the truly random series contained<br />

systematic patterns. Indeed, reading systematic patterns in random<br />

events, and hence over-reacting to the latest sales or cost figure, is a<br />

common problem in judgmental forecasting. 5,6<br />

Test your judgment: answer to question 5<br />

Q5. Did you choose C, because you thought it appeared to be more<br />

representative of randomness? In fact, all of the sequences are<br />

equally likely to occur.

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