Development of Mathematics Teaching Models According to the Theory of Knowledge Creation to Promote the Mathematical Competence of Mathayom 6 Student

Borapit Wongman
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Abstract

Background and Aims: The development of human thought is greatly aided by mathematics, which fosters creativity, and logical and systematic thought, benefits life, and raises the standard of living. (1) the first goal of this research is to create a mathematical teaching model for Mathayom 6 students that is based on the theory of knowledge creation. And (2) Examine the effects of utilizing a theory of knowledge creation-based mathematics teaching model to enhance Mathayom 6 students' mathematical proficiency. Methodology: Three research steps make up this study. (1) Phase 1: Basic information, current conditions, and conditions for teaching mathematics are studied, along with concepts, theories, and research about models of teaching mathematics based on knowledge creation theory to enhance secondary school students' mathematical competency. Year 6 by speaking with five education specialists. (2) Phase 2: Creating a teaching model for mathematics based on the theory of knowledge creation to help students in Mathematical Competency 6 and (3) Phase 3: Testing out a model of teaching mathematics based on the theory of knowledge creation to improve Mathayom 6 students' performance in the subject. Thirty Mathayom 6 students from Thesaban 2 School in Nangrong Municipality, Nangrong District, Buriram Province participated in the model's testing as a sample group during the second semester of the academic year 2022; (1) A mathematics teaching model based on the theory of knowledge creation to support Mathayom 6 students' mathematical competency is one of the instruments used to gather data. (2) Learning Satisfaction Scale; (3) Mathematics Competency Test; and (2) Achievement Test, the t-test (Dependent), mean, percentage, and standard deviation are among the statistics used in data analysis. Results: (1) A mathematical competency-promoting teaching model for Mathayom 6 students, based on the theory of knowledge creation. There are six parts. These include the model's goals, instructional strategies, social systems, response theories, and support networks. Four steps make up the teaching process: (1.1) Step of operation (Operation: O) (1.2) Step two: Action (Acting: A) (1.3) Step three: Knowledge creation (Creation: C), additionally, (1.4) Recapitulating the idea (Idea: C) and a high degree of appropriateness was indicated by the model's evaluation results, which had a mean of 4.47 and a standard deviation of 0.41. (2) The application of the theory of knowledge creation to the mathematics teaching model revealed that at a statistical significance of.05., students' academic achievement is higher than it was before they started studying. When Mathayom 6 students use the mathematics teaching model, their performance in mathematics exceeds the 70% threshold. Additionally, a high degree of student satisfaction has been observed with the mathematics teaching model. Conclusion: To emphasize mathematical competency, the study presents a comprehensive teaching model for Mathayom 6 students that is based on the theory of knowledge creation. The effectiveness of the model is demonstrated by the evaluation results, which show a significant improvement in academic achievement and student satisfaction, both of which exceed the performance threshold of 70%.
根据知识创造理论开发数学教学模式以提高数学六年级学生的数学能力
研究背景与目的:数学对人类思维的发展有很大的帮助,它能培养人的创造力,培养人的逻辑思维和系统思维,有益于生活,提高生活水平。(1) 本研究的第一个目标是为数学六年级学生创建一个基于知识创造理论的数学教学模式。(2) 检验利用基于知识创造理论的数学教学模式提高数学六年级学生数学水平的效果:本研究由三个研究步骤组成。(1) 第一阶段:研究数学教学的基本信息、现状和条件,以及基于知识创造理论的数学教学模式的概念、理论和研究,以提高中学生的数学能力。六年级通过与五位教育专家交流。(2) 第二阶段:创建基于知识创造理论的数学教学模式,帮助学生提高数学能力六年级;以及 (3) 第三阶段:测试基于知识创造理论的数学教学模式,提高数学六年级学生的数学成绩。来自武里南府南隆县南隆市 Thesaban 2 学校的 30 名数学六年级学生作为样本组,在 2022 学年第二学期参加了该模式的测试;(1)基于知识创造理论的数学教学模式,以帮助数学六年级学生提高数学能力,是用于收集数据的工具之一。(2) 学习满意度量表;(3) 数学能力测试;(2) 成就测试、t 检验(从属)、均值、百分比和标准差是数据分析中使用的统计量。共有六个部分。包括教学目标、教学策略、社会系统、反应理论和支持网络。教学过程由四个步骤组成: (1.1) 操作步骤(Operation:O) (1.2) 第二步:行动(Acting:A) (1.3) 第三步:此外,(1.4)概括思想(Idea:C),该模型的评价结果表明其适宜性很高,平均值为 4.47,标准差为 0.41。(2)将知识创造理论应用于数学教学模式后发现,在统计显著性为 0.05 的情况下,学生的学业成绩比开始学习前要高。当 Mathayom 6 的学生使用数学教学模式时,他们的数学成绩超过了 70% 的临界值。此外,学生对数学教学模式的满意度也很高:为了强调数学能力,本研究以知识创造理论为基础,为数学六年级学生提出了一个全面的教学模式。评价结果表明,该模式的有效性体现在学业成绩和学生满意度的显著提高上,两者均超过了 70% 的绩效临界值。
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