Overturning Children's Misconceptions about Ruler Measurement: The Power of Disconfirming Evidence.

IF 2.8 3区 心理学 Q1 PSYCHOLOGY, MULTIDISCIPLINARY
Mee-Kyoung Kwon, Eliza Congdon, Raedy Ping, Susan C Levine
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引用次数: 0

Abstract

Children have persistent difficulty with foundational measurement concepts, which may be linked to the instruction they receive. Here, we focus on testing various ways to support their understanding that rulers comprise spatial interval units. We examined whether evidence-based learning tools-disconfirming evidence and/or structural alignment-enhance their understanding of ruler units. Disconfirming evidence, in this context, involves having children count the spatial interval units under an object that is not aligned with the origin of a ruler. Structural alignment, in this context, involves highlighting what a ruler unit is by overlaying plastic unit chips on top of ruler units when an object is aligned with the origin of a ruler. In three experiments employing a pre-test/training/post-test design, a total of 120 second graders were randomly assigned to one of six training conditions (two training conditions per experiment). The training conditions included different evidence-based learning principles or "business-as-usual" instruction (control), with equal allocation to each (N = 20 for each condition). In each experiment, children who did not perform above chance level on the pre-test were selected to continue with training, which resulted in a total of 88 students for the analysis of improvement. The children showed significant improvement in training conditions that included disconfirming evidence, but not in the structural alignment or control conditions. However, an exploratory analysis suggests that improvement occurred more rapidly and was retained better when structural alignment was combined with disconfirming evidence compared to disconfirming evidence alone.

颠覆儿童对尺子测量的误解:反证的力量》。
儿童在基础测量概念方面一直存在困难,这可能与他们所接受的教学有关。在此,我们重点测试了支持他们理解尺子由空间间隔单位组成的各种方法。我们研究了基于证据的学习工具--不确认证据和/或结构对齐--是否能增强他们对尺子单位的理解。在这种情况下,不确认证据包括让孩子们计算与尺子原点不一致的物体下的空间间隔单位。结构对齐则是指当物体与尺子的原点对齐时,在尺子单位上覆盖塑料单位片,以突出尺子单位的含义。在采用前测/训练/后测设计的三个实验中,共有 120 名二年级学生被随机分配到六个训练条件之一(每个实验有两个训练条件)。培训条件包括不同的循证学习原则或 "一切照旧 "教学(对照组),每个条件的分配人数相同(每个条件的人数=20)。在每次实验中,选取在前测中表现未超过偶然水平的儿童继续进行训练,因此共有 88 名学生进行了进步分析。在包含不确认证据的训练条件下,孩子们的成绩有了明显提高,但在结构对齐或对照条件下,孩子们的成绩没有明显提高。然而,一项探索性分析表明,与单独使用不确认证据相比,当结构对齐与不确认证据相结合时,孩子们的进步更快,保持得更好。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Journal of Intelligence
Journal of Intelligence Social Sciences-Education
CiteScore
2.80
自引率
17.10%
发文量
0
审稿时长
11 weeks
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