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韩国儿童对多位数加减法的理解。

Korean children's understanding of multidigit addition and subtraction.

作者信息

Fuson K C, Kwon Y

机构信息

School of Education and Social Policy, Northwestern University, Evanston, IL 60208.

出版信息

Child Dev. 1992 Apr;63(2):491-506.

PMID:1611949
Abstract

This study examined Korean second and third graders' understanding of multidigit addition and subtraction and particularly their ability to explain the trading required when a column sum of the addends is 10 or more. 72 middle-class second- and third-grade children (aged 7-4 to 8-4 and 8-4 to 9-4, respectively, at the time of the midyear interview) attending 2 schools in Seoul, Korea, were asked to solve 2- and 3-digit problems given in vertical form and then were individually interviewed about their conceptual understanding of such problems. Even though the second graders had not yet received instruction in school on 3-digit problems, children in both grades were quite accurate solvers of the multidigit addition and subtraction problems and demonstrated knowledge of the place-value names "ten" and "hundred." Every child also correctly identified the trade between the ones and tens columns as a traded ten. Most of the third graders identified the 1 written in the hundreds column on the addition problems as a hundred, but half of the second graders identified it as a ten. Most of the third graders also gave correct descriptions of the trading (regrouping, borrowing) required by a 3-digit subtraction problem with 2 zeros in the top number. Children used 3 different conceptual structures in discussing the already-solved problems: a multiunit quantities structure, a regular one/ten trades structure, and a combination of these two. These results are compared to the literature on the performance and conceptual structures of children in the United States.

摘要

本研究考察了韩国二、三年级学生对多位数加减法的理解,特别是他们解释当加数的某一列总和为10或更多时所需的数位转换的能力。研究邀请了韩国首尔两所学校的72名中产阶级二、三年级儿童(年中访谈时年龄分别为7岁4个月至8岁4个月和8岁4个月至9岁4个月),让他们解答以竖式形式给出的两位数和三位数问题,然后分别就他们对这类问题的概念理解进行访谈。尽管二年级学生尚未在学校接受过三位数问题的教学,但两个年级的学生在多位数加减法问题上的解答都相当准确,并且表现出了对数位名称“十”和“百”的认识。每个孩子也都正确地将个位和十位之间的数位转换识别为一个被转换的十。大多数三年级学生将加法问题中百位上写的1识别为一百,但一半的二年级学生将其识别为十。大多数三年级学生也对被减数中有两个零的三位数减法问题所需的数位转换(重新分组、借位)给出了正确描述。孩子们在讨论已解决的问题时使用了三种不同的概念结构:多单位数量结构、常规的一/十数位转换结构以及这两种结构的组合。这些结果与美国关于儿童表现和概念结构的文献进行了比较。

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