How Do Middle School Mathematics Teachers Conceptualize Open-Ended Questions?

E. Bingolbali, Hilmi Furkan Cevik
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Abstract

The study aims at examining middle school mathematics teachers' conceptions of open-ended questions. A questionnaire consisting of open-ended items was applied to 40 mathematics teachers. The teachers were asked to define the open-ended question in general and the mathematical open-ended question in particular and provide examples to exemplify their definitions. This study employs phenomenographic study aiming at revealing middle school mathematics teachers' conceptions and experience regarding open-ended questions in an exploratory manner. The findings show that the teachers explained the open-ended question through its form (appearance), the number of outputs, the process/method required, and its functionality. In addition, teachers defined the open-ended question mostly using non-mathematical terms, and they had particular difficulties defining the mathematical open-ended question. The teachers regarded questions with variable correct answers as open-ended, could not give examples of open-ended questions with infinitely correct answers, and some deemed closed-ended questions as open-ended. Although the participants were mathematics teachers, the examples they presented for the open-ended question were mostly from outside the field of mathematics. This study points out the fact that teachers need a guiding conceptualization of open-ended questions.
中学数学教师如何概念化开放式问题?
本研究旨在考察中学数学教师对开放式问题的概念。采用开放式问卷对40名数学教师进行了调查。老师们被要求定义开放式问题,特别是数学开放式问题,并提供例子来说明他们的定义。本研究采用现象学研究方法,旨在探索性地揭示中学数学教师对开放性问题的观念和经验。调查结果显示,教师通过开放式问题的形式(外观)、输出的数量、所需的过程/方法及其功能来解释开放式问题。此外,教师大多使用非数学术语来定义开放式问题,他们在定义数学开放式问题方面特别困难。教师认为正确答案可变的问题是开放式的,不能给出正确答案无限的开放式问题的例子,有些教师认为封闭式问题是开放式的。虽然参与者是数学教师,但他们为开放式问题提供的例子大多来自数学领域之外。本研究指出,教师需要一个开放式问题的指导性概念。
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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