Please use this identifier to cite or link to this item: https://hdl.handle.net/10321/4556
Title: High school learners’ challenges in solving circle geometry problems
Authors: Brijlall, Deonarain
Abakah, Fitzgerald 
Editors: Boschi 
Keywords: Problem-solving;Misconceptions;Mathematical errors
Issue Date: 19-Dec-2022
Publisher: PONTE
Source: Brijlall, D. and Abakah, F. 2022. High school learners’ challenges in solving circle geometry problems. PONTE International Journal of Sciences and Research. 78(12(1)): 135-156 (22). DOI: 10.21506/j.ponte.2022.12.9
Journal: PONTE International Journal of Sciences and Research; Vol. 78, Issue 12(1) 
Abstract: 
This paper reports on a study that investigated high school learners’ difficulties when solving
circle geometry problems. This study was conducted on the premise that, if these difficulties
are well-known, then the teacher will be guided, to implement appropriate instructional
strategies to address them. High school mathematics learners’ poor performances in
examinations (formal/informal), nationally, necessitated this study. A high school in the
Northern Cape Province was purposefully sampled to serve as the research field for the study
and circle geometry lessons were conducted, with the study participants. Thereafter, activities,
investigation tasks, class work, home-work and standardized tests were administered to collect
data. Data was also collected through classroom observations, video recordings and field notes.
This was qualitative research hence, qualitative procedures were followed for data collection,
analysis and interpretations. Content analysis was carried out on participants’ written responses
to the standardized tests, utilising Newman’s Error Analysis model to inductively, identify
participants challenges, which also served as the theoretical framework for the study. The
analysed data revealed that learners do not understand circle geometry concepts, hence, their
inability to make connections across geometry concepts to solve geometric problems. The
researchers concluded this lack of fundamental background prevents learners from applying
appropriate techniques in solving circle geometry problems.
URI: https://hdl.handle.net/10321/4556
ISSN: 0032-423X
DOI: 10.21506/j.ponte.2022.12.9
Appears in Collections:Research Publications (Applied Sciences)

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