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Difficulties of 6th Grade Elementary School Students in Solving the Four Basic Fundamental Operations: Addition, Subtraction, Multiplication and Division of Natural Numbers

机译:六年级小学生在解决四个基本基本运算时遇到的困难:加,减,乘和除自然数

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The results of this study point out the contributions of the theory of Conceptual Fields to identify the nature of the mistakes made by students of the 6th year of elementary school in solving mathematical questions with ten natural numbers. We ask: What are the concepts and theorems put into action to carry out the operations of addition, subtraction, multiplication and division with natural numbers? The concepts and theorems in action related to the understanding of the decimal numbering system structure are responsible for the errors? The mistakes are due to the understanding of the organization of representation registers (word and Arabic notation)? As a result, we find that students have the addition of errors and subtraction errors by misunderstanding of the structure of the Numbering Decimal Positional System, errors due to lack of meaning assignment to the operations of addition, subtraction, multiplication and division, and also the numbers of Arabic script which induce errors in the handling of algorithms.
机译:这项研究的结果指出了概念场理论对识别小学六年级学生在解决具有十个自然数的数学问题中所犯错误的性质的贡献。我们要问:实施自然数加,减,乘,除运算的概念和定理是什么?与理解十进制数字系统结构有关的实际概念和定理是造成错误的原因?错误是由于对代表注册簿的组织(单词和阿拉伯符号)的理解造成的?结果,我们发现学生由于对编号小数位置系统的结构的误解,由于对加,减,乘,除运算的意义分配不足而导致的错误以及加法,减法错误。会导致算法处理错误的阿拉伯文字数量。

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