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- W175070824 abstract "This paper analyses changes in the quality of a mathematical task as a result of its reformulation from a proof mode into an inquiry-based mode. The task is borrowed from the reformulation assignment given to the in-service teachers. The analysis of the task is based on implementation of the task with pre-service teachers. Through the lens of the task implementation I analyze task features that denote its qualities. BACKGROUND The quality of mathematical tasks In their comprehensive analysis of mathematics lessons in US, Germany and Japan, Stigler & Hiebert (1999) pointed out the importance of kind of mathematics that is taught. ‘If the content is rich and challenging, it is more likely that the students have the opportunity to learn more mathematics and to learn it more deeply’ (p. 57). The researchers consider quality of school mathematics as function of content elaboration, content coherence, and making connections and state that the quality of mathematics at each lesson contributes to development of students’ mathematical understanding. Mathematical tasks that the teachers select as well as the settings in which the students are presented with the tasks determine quality of mathematical instruction." @default.
- W175070824 created "2016-06-24" @default.
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- W175070824 date "2004-07-01" @default.
- W175070824 modified "2023-09-26" @default.
- W175070824 title "Towards High Quality Geometrical Tasks: Reformulation of a Proof Problem." @default.
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