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Moeketsi Mosia; Mogalatjane Edward Matabane; Tshele John Moloi – Research in Social Sciences and Technology, 2023
Euclidean geometry provides an opportunity for learners to learn argumentation and develop inductive and deductive reasoning. Despite the significance of Euclidean geometry for developing these skills, learner performance in mathematics, particularly geometry, remains a concern in many countries. Thus, the current study examined the nature of…
Descriptors: Geometry, Mathematics Instruction, Misconceptions, Thinking Skills
Neidorf, Teresa; Arora, Alka; Erberber, Ebru; Tsokodayi, Yemurai; Mai, Thanh – International Association for the Evaluation of Educational Achievement, 2020
The International Association for the Evaluation of Educational Achievement (IEA) Research for Education series represents a further effort by IEA to capitalize on it's unique datasets, so as to provide powerful information for policymakers and researchers. Each report focuses on a specific topic and is produced by a dedicated team of leading…
Descriptors: Misconceptions, Mathematical Concepts, Scientific Concepts, Mathematics Instruction
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
Luneta, Kakoma; Makonye, Paul J. – Acta Didactica Napocensia, 2010
The paper focuses on analysing grade 12 learner errors and the misconceptions in calculus at a secondary school in Limpopo Province, South Africa. As part of the analysis the paper outlines the nature of mathematics errors and misconceptions. Coding of learners' errors was done through the lens of a typological framework. The analysis showed that…
Descriptors: Case Studies, Grade 12, Foreign Countries, Error Patterns
Lewis, Katherine E. – Learning Disabilities: A Contemporary Journal, 2010
When solving basic number fact problems (e.g., 4x5=20), students with mathematical learning disabilities (MLDs) make qualitatively different kinds of errors than both typically achieving and low-achieving students. This study explores the origin of these qualitative differences through a detailed analysis of one student with an MLD. Data were…
Descriptors: Learning Disabilities, Problem Solving, Grade 12, Multiplication

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