Abstract

What makes a task hard or easy? The question seems easy, but answering it has been hard. The only consensus has been that, all else being equal, easy tasks can be performed by more individuals than hard tasks, and easy tasks are usually preferred over hard tasks. Feghhi and Rosenbaum (Journal of Experimental Psychology: Human Perception and Performance, 45, 983–994, 2019) asked whether task difficulty might reflect a single amodal quantity. Based on their subjects’ two-alternative forced-choice data from tasks involving choices of tasks with graded physical and mental challenges, the authors showed that the difficulty of passing through a narrow gap rather than a wide gap was psychologically equivalent to memorizing an extra .55 digits. In the present study, we extended this approach by adding new arguments for the hypothesis that task difficulty might reflect a single amodal quantity (inspired by considerations of physics, economics, and the common code hypothesis for the study of perception and action), and we tested narrower gaps than before to see whether we would find a larger equivalent memory-digit. Consistent with our prediction, we obtained a value of .95. We suggest that our multi-modal two-alternative forced-choice procedure can pave the way toward a better understanding of task difficulty.

Highlights

  • What makes a task hard or easy? Electrons have no trouble deciding

  • Physical systems are replete with such examples: Water tends to flow down steeper slopes, and light travels down least-time paths in accord with Fermat’s Principle

  • No navigation errors occurred when participants passed through the wide doorway

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Summary

Introduction

They take the path of least resistance, not knowing which way to go, but bunching up in areas of high resistance and veering toward areas of lower resistance. People behave when heading for wide rather than narrow exits in theaters and stadiums. In both cases, the structure of the environment specifies path ease. Physical systems are replete with such examples: Water tends to flow down steeper slopes, and light travels down least-time paths in accord with Fermat’s Principle Such examples illustrate a foundational principle of physics, the Law of Least Action (https://en.wikipedia.org/wiki/Principle_of_ least_action)

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