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十文钱问题:中国一古老推理错觉问题初探
引用本文:李小平,张庆林. 十文钱问题:中国一古老推理错觉问题初探[J]. 心理学报, 2008, 40(5): 507-515. DOI:  
作者姓名:李小平  张庆林
作者单位:安徽师范大学教育科学学院,芜湖 241000西南大学心理学院,认知与人格教育部重点实验室,重庆 400715
摘    要:首先简要阐述了中国一古老推理问题——十文钱问题的学术价值,然后在研究1中通过调查法对其进行了研究。结果发现,该问题应该属于典型的推理错觉问题,且其错觉产生的原因可能是运用单式记账方式进行推理的结果;研究2和研究3分别通过口语报告法和实验法获得了支持这一假设的证据,但同时也发现记账方式问题可能也并不是问题的全部,其中财会事项发生的顺序所形成的循环结构可能也是问题困难原因之一,这一假设在研究4中得到了支持

关 键 词:推理错觉  十文钱问题  单式记账方式  循环结构  
收稿时间:2007-06-25
修稿时间:2007-06-25

The Ten Wen Problem:A Preliminary Study of an Ancient Chinese Reasoning Illusion
LI Xiao-Ping,ZHANG Qing-Lin. The Ten Wen Problem:A Preliminary Study of an Ancient Chinese Reasoning Illusion[J]. Acta Psychologica Sinica, 2008, 40(5): 507-515. DOI:  
Authors:LI Xiao-Ping  ZHANG Qing-Lin
Affiliation:School of Education, An-hui Normal University, Wuhu 241000,ChinaKey laboratory of cognition and personality, Ministry of Education, Southwest University, Chongqing 400715,China
Abstract:No studies on the relational reasoning illusion or the Chinese reasoning illusion problem have been conducted before. Therefore, in an attempt to conduct research on this topic the present research studied whether the ancient Chinese relational reasoning problem ― named ten Wen (a basic unit of currency in ancient China) problem ― is a reasoning illusion problem and if so, whether the problem can be explained by a domain specific theory in accounting. The ten Wen Problem is as follows. In ancient China, three Chinese Certified Students were on their way to Peking for their final imperial examination. One day they had to rent a room in a hotel as it had gotten very late. The cost of a room at the hotel was 300 Wen, and the three students rented only one as they were very poor. After they paid the money, the owner, who was aware of their condition, asked his assistant to return 50 Wen back to the three students. But the assistant was puzzled because he didn’t know how to divide 50 Wen into three equal parts. So he kept 20 Wen for himself and returned 30 Wen back to the three students. But something obviously went wrong! Each student was returned 10 Wen, so each of them actually paid 90 Wen. Thus, they paid 270 Wen in all. Now, if the 270 Wen is added to the 20 Wen, which was pocketed by the assistant, we get only 290 Wen! So where did the 10 Wen go? We conducted four studies wherein subjects solved this problem, and chi-square was used for most of the data analysis. In the first study, 166 undergraduate students including 78 students who had solved the problem before were asked to solve the problem and provide the reasons for their solutions on a booklet. In the second study, the problem was presented by means of a verbal protocol procedure to 14 postgraduate students, to study whether the problem could be represented in the single-entry bookkeeping way. In the third study, 100 undergraduates student were randomly selected to solve the ten Wen problem under one of three conditions: no cue condition, single-entry bookkeeping cue condition, and double-entry bookkeeping cue condition. In the fourth study, 100 undergraduate students were randomly selected to solve one of two problems―either the original problem or a modified problem that did not have the loop structure in terms of its representation. The results indicated the following: (1) only 30% of the subjects succeeded in solving the problem; (2) the two typical mistakes while solving the problem were ― wrongly deeming that the three Chinese Certified Students had actually paid only 280 Wen, and knowing the relationship of money among the students but not knowing the matter of relational reasoning in the problem; (3) the verbal protocol procedure showed the manner in which the subjects’ thoughts matched the single-entry bookkeeping representation; (4) under the terms of the double-entry bookkeeping cue condition, the students showed a significant improvement in being able to solve the problem; and (5) there were significant differences between the number of students who could solve the original problem and those who could solve the modified problem. The results supported the hypotheses that the ten Wen problem is a reasoning illusion problem and the difficulty in solving this problem is partly due to the single-entry bookkeeping representation that people adopted and the problem having a loop structure with regard to relational reasoning
Keywords:reasoning illusion  ten Wen problem  representation by single-entry bookkeeping  loop structure
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