In this study, it is primarily aimed to determine the qualities of the problems posed by the students in a mathematics class delivered through the problemposing approach and to examine the mean scores of the students obtained from these qualifications. The linear equations topic at the seventh grade was taught using the problemposing approach. The study was designed as a case study and involved twenty students as participants. The data were collected using thirteen problemposing tasks. At the first step of the study, a problemposing evaluation rubric was developed. The rubric involved the following criteria: clarity, mathematical accuracy, contextual originality, originality in terms of mathematical relations, complexity level and pertinence to situation qualifications. Then, this rubric was used to identify the qualities of these problems. It was also employed to determine whether or not the mean scores of the participants significantly differed based on the objectives stated. The findings of the study suggest that in parallel to the participants’ improvement on the objectives, their mean scores on contextual originality, originality in terms of mathematical relations, and complexity also improved. It is concluded that the integrity of the problemposing approach into the educational program will improve the qualities of the problems developed by the participants.
problem posing, linear equations, Problem posing evaluation rubric, qualities of the problems
Primary Language  English 

Subjects  Social 
Journal Section  Articles 
Authors 

Publication Date  June 30, 2021 
Published in Issue  Year 2021, Volume 8, Issue 2 
Bu eser Creative Commons AtıfGayriTicariTüretilemez 4.0 Uluslararası Lisansı ile lisanslanmıştır.
IJCER (International Journal of Contemporary Educational Research) ISSN: 21483868