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Hans Bila; Kgaladi Maphutha; Paul Mutodi – Pythagoras, 2024
In this article, we explored Grade 11 learners' algebraic and geometric connections when solving Euclidean geometry riders. A qualitative interpretive case study design was followed. Thirty Grade 11 learners from a non-fee-paying secondary school in the Capricorn North district of South Africa were conveniently sampled to participate in this…
Descriptors: Grade 11, Algebra, Geometry, Mathematics Instruction
Mónica Arnal-Palacián; Francisco J. Claros-Mellado; María T. Sánchez-Compaña – Pythagoras, 2024
The purpose of this article is to conduct a mathematical and phenomenological comparison of three concepts: (1) the finite limit of a function at a point, (2) the finite limit of a sequence, and (3) the infinite limit of a sequence. Additionally, we aim to analyse the presence of these concepts in Spanish textbooks. The methodology employed is…
Descriptors: Phenomenology, Textbooks, Mathematics Instruction, Teaching Methods
Angel Mukuka; Benjamin Tatira – Pythagoras, 2025
This study analysed first-year preservice teachers' understanding of trigonometric equations at a South African university in the Eastern Cape province. We employed the Action-Process-Object-Schema (APOS) framework to analyse the mental constructions made by preservice teachers in solving trigonometric equations. A qualitative case study design…
Descriptors: Foreign Countries, Preservice Teachers, Knowledge Level, Trigonometry
Moleko, Matshidiso M.; Mosimege, Mogege D. – Pythagoras, 2021
Flexible teaching of mathematics word problems is essential to improve learning. Flexible teaching is vital in terms of providing meaningful learning, creating inclusive learning spaces and making content accessible. As such, teachers need to strive to provide flexible teaching of mathematics word problems in order to optimise and maximise…
Descriptors: Mathematics Instruction, Word Problems (Mathematics), Teaching Methods, High School Teachers
Bruce M. May – Pythagoras, 2024
A cohort of pre-service mathematics students was exposed to a teaching strategy based on retrieval practice and test-potentiated learning. The aim of the study was to determine how high and low prior topic knowledge study participants compare in terms of their procedural fluency and conceptual understanding after exposure to the teaching strategy.…
Descriptors: Prior Learning, Mathematics Instruction, Mathematics Skills, Problem Solving
Chagwiza, Conilius J.; Maharaj, Aneshkumar; Brijlall, Deonarain – Pythagoras, 2020
This article uses action-process-object-schema theory to study the mental constructions about the limit of series during a Calculus 1 course at a university. The researchers also used the theory's teaching methodology to teach the topic. A plethora of research on the limit concept is available and suggests that the concept is on record as being…
Descriptors: Calculus, Mathematical Concepts, Concept Formation, Schemata (Cognition)
Moru, Eunice K.; Qhobela, Makomosela – Pythagoras, 2019
The purpose of the reported study was to investigate the social science students' concept images and concept definitions of anti-derivatives. Data were collected through asking students to answer 10 questions related to anti-derivatives and also by interviewing them. The theory of concept image and concept definition was used for data analysis.…
Descriptors: Social Sciences, Concept Formation, Definitions, Mathematical Concepts
Mellor, Kathryn; Clark, Robyn; Essien, Anthony A. – Pythagoras, 2018
Textbook content has the ability to influence mathematical learning. This study compares how linear functions are presented in two textbooks, one of South African and the other of German origin. These two textbooks are used in different language-based streams in a school in Gauteng, South Africa. A qualitative content analysis on how the topic of…
Descriptors: Mathematics Instruction, Algebra, Mathematical Concepts, Problem Solving
Lampen, Erna – Pythagoras, 2015
Teaching statistics meaningfully at school level requires that mathematics teachers conduct classroom discussions in ways that give statistical meaning to mathematical concepts and enable learners to develop integrated statistical thinking. Key to statistical discourse are narratives about variation within and between distributions of measurements…
Descriptors: Personal Narratives, Mathematics Instruction, Statistics, Mathematics Teachers
Makonye, Judah P. – Pythagoras, 2017
The general public consumes financial products such as loans that are administered in the realm of nominal and effective interest rates. It is debatable if most consumers really understand how these rates function. This article explores the conceptions that student teachers have about nominal and effective interest rates. The APOS theory…
Descriptors: Student Teachers, Mathematics Teachers, Knowledge Level, Credit (Finance)
Mahlabela, Patisizwe T.; Bansilal, Sarah – Pythagoras, 2015
The purpose of this study is to explore Grade 9 learners' understanding of ratio and proportion. The sample consists of a group of 30 mathematics learners from a rural school in the province of KwaZulu-Natal, South Africa. Data were generated from their responses to two missing value items, adapted from the Concepts in Secondary Mathematics and…
Descriptors: Problem Solving, Mathematical Concepts, Mathematics Instruction, Secondary School Students
Maoto, Satsope; Masha, Kwena – Pythagoras, 2015
This study used participant observation to explore students' thinking when learning the concept of factorial functions. First-year university students undertaking a mathematics methodology course were asked to find the number of ways in which five people could sit around a circular table with five seats. Using grounded theory as a qualitative…
Descriptors: Mathematics Instruction, College Freshmen, Cognitive Processes, Mathematics Skills
Long, Caroline; Dunne, Tim; de Kock, Hendrik – Pythagoras, 2014
A challenge encountered when monitoring mathematics teaching and learning at high school is that taxonomies such as Bloom's, and variations of this work, are not entirely adequate for providing meaningful feedback to teachers beyond very general cognitive categories that are difficult to interpret. Challenges of this nature are also encountered in…
Descriptors: Mathematics Instruction, Problem Solving, Foreign Countries, Mathematics Achievement

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