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Multimodal Languaging as a Pedagogical Model—A Case Study of the Concept of Division in School Mathematics

机译:作为教学模式的多模式语言教学-以学校数学中的除法概念为例

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The purpose of this study is to present a multimodal languaging model for mathematics education. The model consists of mathematical symbolic language, a pictorial language, and a natural language. By applying this model, the objective was to study how 4th grade pupils ( N = 21) understand the concept of division. The data was collected over six hours of teaching sessions, during which the pupils expressed their mathematical thinking mainly by writing and drawing. Their productions, as well as questionnaire after the process, were analyzed qualitatively. The results show that, in expressing the mathematical problem in verbal form, most of the students saw it as a division into parts. It was evident from the pupils’ texts and drawings that the mathematical expression of subtraction could be interpreted in three different ways. It was found that the pupils enjoyed using writing in the solution of word problems, and it is suggested that the use of different modes in expressing mathematical thinking may both strengthen the learning of mathematical concepts and support the evaluation of learning.
机译:这项研究的目的是提出一种用于数学教育的多模式语言模型。该模型由数学符号语言,图形语言和自然语言组成。通过应用该模型,目的是研究四年级学生(N = 21)如何理解除法的概念。这些数据是在六个小时的教学中收集的,在此期间,学生主要通过书写和绘画表达他们的数学思维。定性分析了他们的产品以及过程后的问卷。结果表明,大多数学生以口头形式表达数学问题时,大多数学生都将其视为一部分。从学生的课本和图画中可以明显看出,减法的数学表达可以用三种不同的方式来解释。研究发现,小学生喜欢用写作来解决单词问题,并建议在表达数学思维时使用不同的模式既可以加强数学概念的学习,又可以支持对学习的评价。

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