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Marginal Dishonesty: The Adding-to-10 Task

Panoramica

Source: Julian Wills & Jay Van Bavel—New York University

Classical economic theory asserts that people are rational and self-interested. In addition to seeking wealth and status, people are motivated by other goals. As a result, financial motives can sometimes be dwarfed by other internal needs, such as maintaining a positive self-concept or affiliating with other group members.

Ethical dilemmas, such as the temptation to cheat on taxes, can result when these motives are in conflict. On the one hand, people may be tempted to save money by underreporting their taxable income. On the other hand, no one wants to perceive themselves as a dishonest, free-rider. As a result, people are reluctant to fully exploit unethical opportunities because doing so can severely undermine their self-image as morally upstanding individuals. Instead, people cheat to a much smaller degree than they are capable of: just enough to gain additional resources, but not so much as to compromise their self-image.

This tendency for marginal dishonesty, or the "fudge factor," is an important principle in social psychology and can be tested through a variety of techniques. Mazar, Amir, and Ariely originally described six separate experiments involving (dis)honesty and a theory of self-concept maintenance.1 The "Adding-to-10 Task" is one of the experimental techniques discussed and is prevalent in research that involves testing honesty. This video demonstrates how to produce and interpret the Adding-to-10 Task.

Procedura

1. Participant Recruitment

  1. Conduct a power analysis and recruit a sufficient number of participants.
  2. Randomly assign half the participants to the experimental condition and the other half to the control condition.

2. Data Collection

  1. Give participants a test booklet with twenty matrices from the Adding-to-10 Task.
    1. Each matrix is based on a set of twelve three-digit numbers, two of which sum exactly to 10 (see Figure 1 for exa

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Risultati

This procedure typically results in a considerably higher number of correctly "solved" questions in the experimental condition (Figure 2). This procedure can also dissociate whether this inflated performance is a result of a few individuals cheating a lot or most individuals cheating a little bit. If the former were true, this would result in a mostly overlapping distribution except for a large relative increase of individuals reporting the highest possible score. Instead, typical re

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Riferimenti
  1. Mazar, N., Amir, O., & Ariely, D. (2008). The dishonesty of honest people: A theory of self-concept maintenance. Journal of Marketing Research, 45, 633-644.
  2. Ariely, D. (2012). The (honest) truth about dishonesty: How we lie to everyone-especially ourselves. HarpersCollins. New York.
Tags
Marginal DishonestyCheatingBenefits Of CheatingHonest Self perceptionSalesperson CommissionTemptation To CheatReporting False SalesCosts And RewardsExternal RewardsInternal RewardsBeing Caught And PunishedExtra MoneyMoral Self imageMarginally DishonestyCash PrizeAdding to 10 TaskRelationship Between Cheating And Cash PrizeMath ProblemsGroup AssignmentGraded By ResearcherExperimental Condition

Vai a...

0:00

Overview

1:25

Experimental Design

4:04

Running the Experiment

5:53

Representative Results

7:03

Applications

8:40

Summary

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