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Tillema, Erik S.; Burch, Lori J. – ZDM: Mathematics Education, 2022
This paper presents data from the first of three iterations of teaching experiments conducted with secondary teachers. The purpose of the experiments was to investigate how teachers' combinatorial reasoning could support their development of algebraic structure, specifically structural relationships between the roots and coefficients of…
Descriptors: Secondary School Students, Algebra, Mathematics Instruction, Generalization
Ali Tum – Online Submission, 2024
This research aims to analyze the results of studies conducted in Turkey on reasoning skills in mathematics teaching and to reveal what kind of trend there is in this field. Within the scope of this study, databases were searched with the keywords "reasoning"(muhakeme, akil yürütme) and "reasoning skill" (Muhakeme becerisi,…
Descriptors: Meta Analysis, Mathematics Instruction, Teaching Methods, Databases
Kate Quane; Helen Booth – Australian Primary Mathematics Classroom, 2023
The authors define two mathematical cognitive verbs which are fundamental to the development of mathematical thinking and reasoning. They distinguish between 'describing' and 'explaining' in relation to doing mathematics, rather than using them interchangeably.
Descriptors: Mathematics Instruction, Teaching Methods, Thinking Skills, Verbs
Stephens, Max; Day, Lorraine; Horne, Marj – Australian Journal of Education, 2021
Generalisation is a key feature of learning algebra, requiring all four proficiency strands of the Australian Curriculum: Mathematics (AC:M): Understanding, Fluency, Problem Solving and Reasoning. From a review of the literature, we propose a learning progression for algebraic generalisation consisting of five levels. Our learning progression is…
Descriptors: Algebra, Thinking Skills, Teaching Methods, Mathematics Instruction
Alyson E. Lischka; D. Christopher Stephens – Mathematics Teacher: Learning and Teaching PK-12, 2020
By using high-leverage models to connect student learning experiences to overarching concepts in mathematics, teachers can anchor learning in ways that allow students to make sense of content on the basis of their own prior experiences. A rectangular area model can be used as a tool for understanding problems that involve multiplicative reasoning.…
Descriptors: Mathematics Instruction, Teaching Methods, Mathematics Curriculum, Learning Experience
Ramful, Ajay – Australian Mathematics Teacher, 2015
Making sense of mathematical concepts and solving mathematical problems may demand different forms of reasoning. These could be either domain-based, such as algebraic, geometric or statistical reasoning, while others are more general such as inductive/deductive reasoning. This article aims at giving visibility to a particular form of reasoning…
Descriptors: Mathematics Instruction, Problem Solving, Thinking Skills, Abstract Reasoning
McCluskey, Catherine; Mulligan, Joanne; Mitchelmore, Mike – Mathematics Education Research Group of Australasia, 2016
The mathematical proficiencies in the "Australian Curriculum: Mathematics" of understanding, problem solving, reasoning, and fluency are intended to be entwined actions that work together to build generalised understandings of mathematical concepts. A content analysis identifying the incidence of key proficiency terms (KPTs) embedded in…
Descriptors: Foreign Countries, Abstract Reasoning, Thinking Skills, National Curriculum
Muir, Tracey; Beswick, Kim; Callingham, Rosemary; Jade, Katara – Mathematics Education Research Journal, 2016
This paper presents the findings of a small-scale study that investigated the issues and challenges of teaching and learning about quantitative reasoning (QR) within a project-based learning (PjBL) context. Students and teachers were surveyed and interviewed about their experiences of learning and teaching QR in that context in contrast to…
Descriptors: Abstract Reasoning, Active Learning, Student Projects, Problem Solving
Kolar-Begovic, Zdenka, Ed.; Kolar-Šuper, Ružica, Ed.; Jukic Matic, Ljerka, Ed. – Online Submission, 2017
The papers in the monograph address different topics related to mathematics teaching and learning processes which are of great interest to both students and prospective teachers. Some papers open new research questions, some show examples of good practice and others provide more information about earlier findings. The monograph consists of six…
Descriptors: Mathematics Education, Mathematics Instruction, Educational Research, College Students
Kidd, Julie K.; Pasnak, Robert; Gadzichowski, Marinka; Ferral-Like, Melissa; Gallington, Debbie – Journal of Advanced Academics, 2008
Although many students who enter kindergarten are cognitively ready to meet the demands of the kindergarten mathematics curriculum, some students arrive without the early abstract reasoning abilities necessary to benefit from the instruction provided. Those who do not possess key cognitive abilities, including understandings of conservation,…
Descriptors: Young Children, Mathematics Instruction, Student Diversity, Cognitive Processes
Groves, Susie; Doig, Brian – International Group for the Psychology of Mathematics Education, 2004
This paper uses data from two mathematics lessons to explore the nature of progressive discourse and examine critical features of teacher actions that contribute to mathematics classrooms functioning as communities of inquiry. Features found to promote progressive discourse include a focus on the conceptual elements of the curriculum and the use…
Descriptors: Mathematics Instruction, Discourse Analysis, Teacher Student Relationship, Problem Solving
Gabor, Georgia M. – California Journal of Educational Research, 1972
Article describes an experiment to deterimine how to promote cognitive growth in terms of classroom mathematics learning. (MM)
Descriptors: Abstract Reasoning, Academic Achievement, Cognitive Development, Educational Experiments
Borasi, Raffaella; Agor, Barbara – Focus on Learning Problems in Mathematics, 1990
Recent contributions from theory, research, and practice in second-language instruction are discussed in relation to mathematics education. Three methods of teaching and learning second languages are described--"Delayed Oral Production," the "Silent Way," and the "Counseling Learning/Community Language Learning." (KR)
Descriptors: Abstract Reasoning, Cognitive Development, Cognitive Structures, Cognitive Style
Parot, Jean Jacques – 1971
This document, based on mathematical research conducted by the Instituto Colombiano de Pedagogia, is the first in a series of scheduled publications designed to report recent findings to teachers and to offer new methodological guidelines in teaching math. This document suggests elementary-level learning activities for helping the students develop…
Descriptors: Abstract Reasoning, Cognitive Processes, Early Childhood Education, Educational Games

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