Students' Inquisitive Questions Predict Their Understanding of Mathematics Texts

Q3 Multidisciplinary
Ulumul Umah, Abdur Rahman Asari, Sukoriyanto* Sukoriyanto*, S. Sisworo
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引用次数: 0

Abstract

Background : Inquisitiveness plays an important role in learning. Inquisitiveness encourages a person's natural tendency to ask questions when faced with a confusing situation. However, students are often unable to generate effective questions to understand information from mathematics texts. Objectives : This study investigates the characteristics of inquisitive questions that arise from students in understanding mathematical texts and their impact on students' understanding of texts. Design : This study uses qualitative data and analysis of students' questions about mathematics texts. Setting and Participants : This research was conducted at Darul Ulum Islamic Boarding School University in Indonesia with 11 students. Data from three students as the most extreme cases were chosen for further discussion. Data collection and analysis : the data were obtained from observations of questions and student behavior during discussions, content analysis of written questions, and reading comprehension tests. Results : The types of questions students ask can be a predictor of their understanding level of math texts. Questions that are limited in depth, such as the questions about formulas and procedures, can indicate a lack of conceptual understanding and students' mathematical reasoning. The ability to raise inquisitive questions corresponds to an increase in understanding of mathematical texts. For students with high motivation to ask questions in the discussion, interventions to read carefully and write down questions
学生的探究性问题预示着他们对数学课文的理解
背景:好奇心在学习中发挥着重要作用。好奇心促使人在遇到困惑时自然地提出问题。然而,学生往往无法提出有效的问题来理解数学课文中的信息。目的:本研究探讨学生在理解数学课文时产生的探究性问题的特点及其对学生理解课文的影响。设计:本研究采用定性数据,分析学生对数学课文的提问。环境和参与者 :本研究在印度尼西亚 Darul Ulum 伊斯兰寄宿学校大学进行,共有 11 名学生参加。选取了三名学生的数据作为最极端的案例进行进一步讨论。数据收集与分析:通过观察讨论中的问题和学生行为、书面问题的内容分析以及阅读理解测试获得数据。结果:学生所提问题的类型可以预测他们对数学文章的理解程度。深度有限的问题,如有关公式和程序的问题,可表明学生缺乏概念理解和数学推理能力。提出探究性问题的能力与数学课文理解能力的提高相对应。对于在讨论中提问积极性较高的学生,可进行干预,让他们仔细阅读并写下问题
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
Acta Scientiae
Acta Scientiae Multidisciplinary-Multidisciplinary
CiteScore
0.70
自引率
0.00%
发文量
43
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