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Gürefe, Nejila; Aktas, Gülfem Sarpkaya – South African Journal of Education, 2020
The teaching of mathematics does not only require the teacher to have knowledge about the subject, but the teacher also needs mathematical knowledge that is useful for the teaching and explaining thereof, as the teacher's knowledge effects the students' knowledge. A teacher should use appropriate mathematical explanation to be understood well by…
Descriptors: Mathematics Instruction, Knowledge Base for Teaching, Pedagogical Content Knowledge, Teacher Competencies
Gürefe, Nejla; Aktas, Gülfem Sarpkaya – International Journal of Progressive Education, 2019
In this study, it was aimed to reveal the explanatory strategies that preservice teachers use in the process of explaining the concept of divisibility by zero. It was investigated how the concept of divisibility by zero, which can be used in expressing the case where the denominator is present in the definition of important concepts of the…
Descriptors: Division, Preservice Teachers, Mathematics Teachers, Algebra
Taajah Witherspoon; Cora Causey – Excellence in Education Journal, 2024
Mathematics is one of the universal subjects taught in schools across the globe. Knowledge, understanding, and application of mathematics are essential for all members of society to fully participate without restrictions in Science, Technology, Engineering, and Mathematics (STEM) careers (Gulnaz & Fatima, 2019). Although universal and…
Descriptors: Mathematics Education, Student Attitudes, Kindergarten, Elementary School Students
Hayfa, Nina; Saikaly, Layal – Athens Journal of Education, 2016
This paper explores the dimensions of knowledge and the ways of thinking (procedural or proceptual thinking) adopted by 157 Lebanese students in different grades when defining and identifying irrational numbers when locating them on the number line. It searches for a relation between the performance of the participants and their different grades.…
Descriptors: Foreign Countries, Number Concepts, Knowledge Level, Concept Formation
Vármonostory, Endre – Acta Didactica Napocensia, 2009
The method of proof by mathematical induction follows from Peano axiom 5. We give three properties which are often used in the proofs by mathematical induction. We show that these are equivalent. Supposing the well-ordering property we prove the validity of this method without using Peano axiom 5. Finally, we introduce the simplest form of…
Descriptors: Mathematical Logic, Mathematical Applications, Mathematical Models, Teaching Methods