科学和数学探究性学习

W. Harlen
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引用次数: 52

摘要

本文从个人和社会利益的角度出发,提出了支持科学和数学探究性教育的有力论据。它利用研究和其他来源,如斐波那契项目的出版物,来定义探究,并通过探究建立理解发展的模型。引用了基于调查的方法的有效性的相当稀疏的证据,指出需要有效的手段来评估调查的结果。最后一部分考虑了学生评估在支持和报告学习方面可以发挥的作用,通过调查和当前评估实践中需要的变化。
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Inquiry-based learning in science and mathematics
This paper sets out strong arguments in favour of inquiry-based education in science and mathematics in terms of benefits to individuals and to society. It draws on research and other sources, such as the publications of the Fibonacci project, to define inquiry and model the development of understanding through inquiry. The rather sparse evidence of the effectiveness of inquiry-based approaches is cited, noting the need for valid means of assessing the outcomes of inquiry. The final section considers the role that student assessment can take both in supporting and in reporting learning through inquiry and changes in current assessment practices that are needed.
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来源期刊
CiteScore
1.00
自引率
0.00%
发文量
0
审稿时长
20 weeks
期刊最新文献
ICT Education: 50th Annual Conference of the Southern African Computer Lecturers' Association, SACLA 2021, Johannesburg, South Africa, July 16, 2021, Revised Selected Papers ICT Education: 51st Annual Conference of the Southern African Computer Lecturers' Association, SACLA 2022, Cape Town, South Africa, July 21–22, 2022, Revised Selected Papers Teacher education, students' autonomy and digital technologies: A case study about programming with Scratch ICT Education: 49th Annual Conference of the Southern African Computer Lecturers' Association, SACLA 2020, Virtual Event, July 6–9, 2020, Revised Selected Papers Young children’s graphical sign lexicons and the emergence of mathematical symbols
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