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Tšhegofatšo P. Makgakga – Pythagoras, 2023
Error analysis is an instructional strategy that can assist teachers to identify learners' areas of weakness in mathematics and that can point to remediation of those errors. This article explores the errors learners exhibit when solving quadratic equations by completing the square using Newman's Error Analysis Model. A research study explored the…
Descriptors: Error Patterns, Mathematics Instruction, Error Correction, Problem Solving
Nadia M. Theba; Craig Pournara; Shikha Takker – Pythagoras, 2024
Developing structure sense is an important part of learning algebra. We investigated learners' structure sense of algebraic expressions involving brackets. This led us to propose the constructs "surface structure" sense and "systemic structure" sense. Using a random sample of 58 Grade 10 learners scoring above 40% in a test, we…
Descriptors: Algebra, Grade 10, Mathematics Instruction, Error Patterns
Soneira, Calos; Bansilal, Sarah; Govender, Reginald – Pythagoras, 2021
This study, using a quantitative approach, examined Spanish and South African pre-service teachers' responses to translating word problems based on direct proportionality into equations. The participants were 79 South African and 211 Spanish prospective primary school teachers who were in their second year of a Bachelor of Education degree. The…
Descriptors: Foreign Countries, Preservice Teachers, Elementary School Teachers, Word Problems (Mathematics)
Ubah, Ifunanya; Bansilal, Sarah – Pythagoras, 2019
Many pre-service mathematics teachers in South Africa are apprehensive about the content of Euclidean geometry, because they did not study Euclidean geometry in high school but will be expected to teach the content when they start their teaching career. This article reports on a study that explored the role of semiotic representations in…
Descriptors: Geometry, Geometric Concepts, Mathematics Instruction, Preservice Teacher Education
Sapire, Ingrid; Shalem, Yael; Wilson-Thompson, Bronwen; Paulsen, Ronél – Pythagoras, 2016
Teachers come across errors not only in tests but also in their mathematics classrooms virtually every day. When they respond to learners' errors in their classrooms, during or after teaching, teachers are actively carrying out formative assessment. In South Africa the Annual National Assessment, a written test under the auspices of the Department…
Descriptors: Learner Engagement, Pedagogical Content Knowledge, Error Patterns, Mathematics Instruction
Million Chauraya; Brodie, Karin – Pythagoras, 2018
The growing perception of professional learning communities as an effective professional development approach needs to be supported with knowledge of how such communities create learning opportunities for teachers. Activities in professional learning communities are underpinned by collegial conversations that foster learning, and in this article…
Descriptors: Communities of Practice, Faculty Development, Mathematics Teachers, Mathematics Instruction
Pournara, Craig; Hodgen, Jeremy; Sanders, Yvonne; Adler, Jill – Pythagoras, 2016
It is well known that learner performance in mathematics in South Africa is poor. However, less is known about what learners actually do and the extent to which this changes as they move through secondary school mathematics. In this study a cohort of 250 learners was tracked from Grade 9 to Grade 11 to investigate changes in their performance on a…
Descriptors: Secondary School Mathematics, Algebra, Grade 9, Grade 10
Bohlmann, Carol A.; Prince, Robert N.; Deacon, Andrew – Pythagoras, 2017
When the National Benchmark Tests (NBTs) were first considered, it was suggested that the results would assess entry-level students' academic and quantitative literacy, and mathematical competence, assess the relationships between higher education entry-level requirements and school-level exit outcomes, provide a service to higher education…
Descriptors: Foreign Countries, National Competency Tests, Mathematics Tests, Benchmarking
Gardee, Aarifah; Brodie, Karin – Pythagoras, 2015
How errors are dealt with in a mathematics classroom is important as it can either support or deny learner access to mathematical knowledge. This study examines how a teacher, who participated in a professional development programme that focused on learner errors, engaged with mathematical errors in her Grade 9 classroom. Data were collected over…
Descriptors: Teacher Participation, Teacher Student Relationship, Error Patterns, Grade 9
Shalem, Yael; Sapire, Ingrid; Sorto, M. Alejandra – Pythagoras, 2014
With the increased use of standardised mathematics assessments at the classroom level, teachers are encouraged, and sometimes required, to use data from these assessments to inform their practice. As a consequence, teacher educators and researchers are starting to focus on the development of analytical tools that will help them determine how…
Descriptors: Pedagogical Content Knowledge, Error Patterns, Standardized Tests, Mathematics Tests
Luneta, Kakoma – Pythagoras, 2015
The role geometry plays in real life makes it a core component of mathematics that students must understand and master. Conceptual knowledge of geometric concepts goes beyond the development of skills required to manipulate geometric shapes. This study is focused on errors students made when solving coordinate geometry problems in the final Grade…
Descriptors: Misconceptions, Grade 12, Geometry, Foreign Countries
Pournara, Craig – Pythagoras, 2013
There is increasing acknowledgement that teachers' knowledge for teaching mathematics is multifaceted and topic specific. Given the paucity of research on the teaching and learning of financial mathematics in general, little can be known about teachers' knowledge for teaching compound interest. However, since financial mathematics is a component…
Descriptors: Mathematics Instruction, Teaching Methods, Knowledge Base for Teaching, Money Management
Moru, Eunice K.; Qhobela, Makomosela; Wetsi, Poka; Nchejane, John – Pythagoras, 2014
The study investigated teacher knowledge of error analysis in differential calculus. Two teachers were the sample of the study: one a subject specialist and the other a mathematics education specialist. Questionnaires and interviews were used for data collection. The findings of the study reflect that the teachers' knowledge of error analysis was…
Descriptors: Calculus, Mathematics Instruction, Pedagogical Content Knowledge, Knowledge Base for Teaching