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Judgmental Heuristics

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Judgmental Heuristics
Judgmental heuristics are principles or methods by which one makes assessments or judgments of probability simpler. These heuristic are often very useful but sometimes they lead to systematic errors. In activity #1 A- the principle that is used is the representativeness heuristics it uses an event which is judged to be probable to the extent that it represents the essential features of the parent population or of its generating process (garns). In activity #1-B I actually chose in this case between the options of heads, Tails or no preference. I chose no preference. There should be no preference in a 50/50 gamble. Therefore this example was also a Representative Heuristic however this used the gambler 's fallacy. This states "that a successful outcome is due after a run of bad luck or that a series of independent trials with the same outcome will soon be followed by an opposite outcome" (Plous, 1993). Activity 2 a. – In the sequence of the x 's and o 's the random process utilizes the law of Small Numbers and the Hot Hand. One may perceive that the first string contained too many alternations to be random rather than the second string. In the case of the Hot Hand one may have the same reoccurring item or may not. Often time 's people state that this is considered a lucky strike but ultimately it is the probability chance of a sequence. Activity 2 b. & c. – In reviewing questions b and c they both resemble the Anchoring and Adjustment principle. "Tversky and Kahneman explained this phenomenon in terms of the insufficient adjustment up or down from an original starting value or anchor" (Plous, 1993. p. 145). In these examples the anchors are low based upon people review the information and imagine a few folds or under estimate the probability of the event resulting in a lower response. Activity 3 is an example on Availability Heuristic. As written by Plouse; "According to Amos Tversky


References: Plous, S. (1993). The Psychology of Judgment and Decision Making. McGraw Hill, N.Y.

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