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Thinking and Deciding

Thinking and Deciding

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KNOWLEDGE, THINKING, AND UNDERSTANDING 19<br />

In another series of studies, McCloskey (1983) asked undergraduates, some of<br />

whom had studied physics, to trace the path of a metal ball shot out of a curved tube<br />

at high speed, as shown in the following illustration. The tube is lying flat on top<br />

of a surface; therefore the effect of gravity can be ignored. Many of the subjects,<br />

including some who had studied physics, said that the path of the ball would be<br />

curved. In fact, it would be straight. McCloskey argues (on the basis of interviews<br />

with subjects) that these students held a theory in which the ball acquires some sort<br />

of “impetus,” a concept something like the mature concept of momentum, except that<br />

the impetus can include the curvature of the path. A similar theory was apparently<br />

held during medieval times.<br />

Roncato <strong>and</strong> Rumiati (1986) showed subjects a drawing like the following, 3<br />

which shows two bars, each supported by a cable from the ceiling, attached to a<br />

pivot through the bar, around which the bar could turn freely. The thicker lines under<br />

each bar are supports. What happens when the supports are carefully removed?<br />

(Think about it.) Most subjects thought that the first bar would become horizontal<br />

<strong>and</strong> the second bar would remain tilted (although perhaps at a different angle). They<br />

seemed to think that the angle of the bar would indicate the discrepancy between the<br />

weight on the two sides, as a balance scale would do. In fact, the first bar would<br />

3 Reproduced with the authors’ permission.

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