Relationship between not knowing and successful problem solving among pre-service secondary mathematics teachers

Author(s):  
Gulshat Shakirova ◽  
Mourat Tchoshanov ◽  
Kevin Fierro
Author(s):  
Lukas Baumanns ◽  
Benjamin Rott

AbstractThe aim of this study is to develop a descriptive phase model for problem-posing activities based on structured situations. For this purpose, 36 task-based interviews with pre-service primary and secondary mathematics teachers working in pairs who were given two structured problem-posing situations were conducted. Through an inductive-deductive category development, five types of activities (situation analysis, variation, generation, problem-solving, evaluation) were identified. These activities were coded in so-called episodes, allowing time-covering analyses of the observed processes. Recurring transitions between these episodes were observed, through which a descriptive phase model was derived. In addition, coding of the developed episode types was validated for its interrater agreement.


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