Stimulation of the Development of Inquiry Skills in Teaching Functions

S. Lukáč
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引用次数: 3

Abstract

Abstract High quality mathematics and science education can induce further acceleration of scientific and technological development of society. Despite the efforts to implement modern approaches to science education, reducing the level of students’ knowledge and skills is observable in some areas. The skills focused on the interpretation of data from tables and graphs and the ability to apply functions to solve problems were an important area for testing mathematical literacy in The OECD’s Programme for International Student Assessment (OECD PISA) 2012. Lack of skills in the use of different mathematical functions causes problems in mathematical modelling of real situations. Our research is currently aimed at developing inquiry skills of students in mathematics and diagnosing the level of their development. Inquiry based science education (IBSE) could bring improving conceptual understanding of mathematical knowledge and could increase the activity of students in learning. In the paper, we present our first experience with testing the level of development of selected students’ inquiry skills. We focus on the evaluation of tasks requiring working with different representations of data and understanding of linear functions. The paper presents also interactive learning activities that are part of our innovative methods based on applying inquiry approach to teaching linear and quadratic functions. The interactive learning activities for the investigation of the properties of functions are implemented in the dynamic geometric system Geogebra and in the spreadsheet MS Excel.
探究技能发展在教学功能上的激发
高质量的数学和科学教育能够促进社会科学技术的进一步发展。尽管努力实施现代科学教育方法,但在某些领域可以观察到学生知识和技能水平的降低。在2012年经合组织国际学生评估项目(OECD PISA)中,侧重于从表格和图表中解读数据的技能以及应用函数解决问题的能力是测试数学素养的一个重要领域。缺乏使用不同数学函数的技能会导致在实际情况的数学建模中出现问题。我们目前的研究目标是培养学生在数学方面的探究能力,并诊断他们的发展水平。探究性科学教育可以提高学生对数学知识的概念理解,提高学生的学习积极性。在本文中,我们介绍了我们第一次测试选定学生的探究技能发展水平的经验。我们的重点是评估需要处理不同数据表示和理解线性函数的任务。本文还介绍了互动学习活动,这是我们基于将探究方法应用于线性和二次函数教学的创新方法的一部分。在动态几何系统Geogebra和电子表格MS Excel中实现了函数性质研究的交互式学习活动。
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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