Confirmation bias

Four-card selection task

Description

Tendency for people to confirm rather than infirm the hypothesis (logical rule) at hand.

Wason, P. C. (1966). Reasoning. In B. M. Foss (Ed.), New horizons in psychology I (pp. 106–137). Harmandsworth: Penguin.

Task

Participants are presented with a conditional statement of "if P then Q" type and instructed to indicate which of four cards (P, not-P, Q, and not-Q) they would turn in order to test this statement (participants report whether or not they would turn over each card). Note that the P card is both confirming and disconfirming while the Q card is only confirming.

Items (4)

Only nondeontic items are used.

Item 1

Each of the cards below has a number on one side and a letter on the other side. Which card(s) must be turned over to decide whether the following rule is true or false: If a card has a D on one side, then it has a 5 on the other side.

Cards: D, 7, 5, K
Confirming card: 5 (Q)
Disconfirming card: 7 (not-Q)

Screenshot (French version of the item):

Item 2

Each of the cards below has a number on one side and a color on the other side. Which card(s) must be turned over to decide whether the following rule is true or false: If a card has an even number on one side, then its opposite side is red.

Cards: 3, 8, red, orange
Confirming card: red (Q)
Disconfirming card: orange (not-Q)

Screenshot (French version of the item):

Item 3

Each of the envelopes below is sealed or not and bears a stamp. Which envelope(s) must be turned over to decide whether the following rule is true or false: If an envelope is sealed, then it has a 50-cent stamp on it.

Cards: sealed, unsealed, 50-cent stamp, 40-cent stamp
Confirming envelope: 50-cent stamp (Q)
Disconfirming envelope: 40-cent stamp (not-Q)

Screenshot (French version of the item):

Item 4

Each of the student copies below has a mark out of 20 on the front and a comment on the back. Which copy(s) must be turned over to decide whether the following rule is true or false: If a copy has a score greater than 16, then it has the comment "Excellent".

Copies: 18, Good, Excellent, 15
Confirming copy: Excellent (Q)
Disconfirming copy: Good (not-Q)

Screenshot (French version of the item):

Scoring

In each item, the confirmation bias score is the difference between the response (Yes = 1 vs. No = 0) to the confirming card (Q) and the response to the disconfirming card (not-Q). The total score is calculated as the average of the four scores.

Source

Berthet, V., Teovanovic, P., & de Gardelle, V. (2022, July 29). Confirmation bias in hypothesis testing: A unitary phenomenon?. https://doi.org/10.31219/osf.io/wjkr5