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Direct linkTosto, Maria Grazia; Garon-Carrier, Gabrielle; Gross, Susan; Petrill, Stephen A.; Malykh, Sergey; Malki, Karim; Hart, Sara A.; Thompson, Lee; Karadaghi, Rezhaw L.; Yakovlev, Nikita; Tikhomirova, Tatiana; Opfer, John E.; Mazzocco, Michèle M. M.; Dionne, Ginette; Brendgen, Mara; Vitaro, Frank; Tremblay, Richard E.; Boivin, Michel; Kovas, Yulia – British Journal of Educational Psychology, 2019
Background: The number line task assesses the ability to estimate numerical magnitudes. People vary greatly in this ability, and this variability has been previously associated with mathematical skills. However, the sources of individual differences in number line estimation and its association with mathematics are not fully understood. Aims: This…
Descriptors: Twins, Individual Differences, Computation, Mathematics Skills
Download full textLanham, Susan W. – American Journal of Business Education, 2019
Most literature related to Benford's Law discusses what the law can be used for and how it works but fails to address effective methods and procedures for teaching the law to students. This article examines existing information resources to determine the most effective methods and procedures used to explain this Law to those who have no experience…
Descriptors: Data Analysis, Instructional Effectiveness, Probability, Statistics
Laird, Alexandra; Grootenboer, Peter; Larkin, Kevin – Australian Mathematics Education Journal, 2019
The authors encourage consideration of the where mathematics learning takes place. They found that taking students outside engaged them with learning how to add and subtract integers and translate linear graphs.
Descriptors: Mathematics Instruction, Classroom Environment, Teaching Methods, Learner Engagement
Shumway, Jessica F.; Hoggan, Jessica – Teaching Children Mathematics, 2019
The standards from the Operations and Algebraic Thinking (OA) domain in the Common Core State Standards for Mathematics (CCSSM) build on one another across the grades (CCSSI 2010). Understanding each grade level's OA standards is necessary within the broader context of the K-grade 5 OA standards. In this article, the authors share their…
Descriptors: Mathematics Instruction, Grade 2, Elementary School Students, Elementary School Mathematics
Olson, Amy M.; Stoehr, Kathleen Jablon – School Science and Mathematics, 2019
This paper presents qualitative and quantitative approaches to exploring teachers' experiences of mathematics anxiety (for learning and doing mathematics) and mathematics teaching anxiety (for instructing others in mathematics), the relationship between these types of anxiety and test/evaluation anxiety, and the impacts of anxiety on experiences…
Descriptors: Student Experience, Numbers, Mathematics Instruction, Preservice Teachers
Zhang, Shu; Cao, Yiming; Wang, Lidong; Li, Xinlian – ZDM: The International Journal on Mathematics Education, 2019
This study investigates the teaching and learning of single-digit whole number multiplication in China. Analysis of data from documents, classroom teaching, and semi-structured interviews revealed three salient characteristics of emphasizing "oral calculation," "calculation speed," and "understanding" across…
Descriptors: Teaching Styles, Numbers, Mathematics Instruction, Foreign Countries
Kuzmina, Yulia; Ivanova, Alina; Kaiky, Diana – British Educational Research Journal, 2019
Investigations into the relations between phonological processing and math performance have yielded contradictory results. These contradictions might be related to small sample sizes and/or cross-sectional designs of previous studies that limited the possibility of generalizing the findings obtained. The first goal of this study was to estimate…
Descriptors: Foreign Countries, Phonological Awareness, Mathematics Achievement, Elementary School Students
Clements, Douglas H.; Sarama, Julie; MacDonald, Beth L. – Research in Mathematics Education, 2019
We define and describe how subitizing activity develops and relates to early quantifiers in mathematics. Subitizing is the direct perceptual apprehension and identification of the numerosity of a small group of items. Although subitizing is too often a neglected quantifier in educational practice, it has been extensively studied as a critical…
Descriptors: Numbers, Perception, Mathematics, Mathematics Instruction
Martin, Kristi; Hunt, Jessica H. – North American Chapter of the International Group for the Psychology of Mathematics Education, 2019
Fractions are one of the most difficult areas of mathematics for all students and especially for students with learning disabilities (LD). An incomplete understanding of fractions during the elementary and middle school may be why some students view fractions as "really small" or "less than 1" compared to others who view them…
Descriptors: Fractions, Learning Disabilities, Numbers, Mathematics Instruction
Simon Byeonguk Han; Eva Thanheiser – North American Chapter of the International Group for the Psychology of Mathematics Education, 2023
Due to the sudden and unexpected move to remote learning in 2020 influenced by COVID-19, both mathematics teacher educators (MTEs) and prospective elementary teachers (PTs) faced a new challenge in creating a productive remote teaching and learning environment. In this study, we used Parrish's (2014) addition strategies and Thanheiser's (2009)…
Descriptors: Mathematics Teachers, Preservice Teachers, Preservice Teacher Education, Online Courses
Teruni Lamberg, Editor; Diana Moss, Editor – North American Chapter of the International Group for the Psychology of Mathematics Education, 2023
The Forty Fifth Annual meeting of the North American chapter of the International Group for the Psychology of Mathematics Education was held PME-NA 45 in Reno, Nevada, October 1-4, 2023. The conference theme is "Engaging All Learners." Math learning should be a joyful experience for all students. When students are engaged and inspired,…
Descriptors: Mathematics Education, Learner Engagement, Student Motivation, Student Interests
Robert J. Sternberg; Jenna Landy; Jennifer Long – Roeper Review, 2024
Procedures for identifying the gifted often make use of tests of general intelligence, among other assessments. Robert J. Sternberg recently suggested that identification of the gifted should further involve assessment of what he refers to as adaptive intelligence--the ability to adapt to real-world environments. Such a conception of intelligence…
Descriptors: Intelligence, Intelligence Tests, Gifted, Identification
Kainulainen, Mikko; McMullen, Jake; Lehtinen, Erno – Cognition and Instruction, 2017
Difficulties with rational numbers have been explained by a natural number bias, where concepts of natural numbers are inappropriately applied to rational numbers. Overcoming this difficulty may require a radical restructuring of previous knowledge. In order to capture this development, we examined third- to fifth-grade students' understanding of…
Descriptors: Numbers, Foreign Countries, Grade 3, Grade 4
Somasundram, Piriya – EURASIA Journal of Mathematics, Science and Technology Education, 2021
Algebraic thinking in children can bridge the cognitive gap between arithmetic and algebra. This quantitative study aimed to develop and test a cognitive model that examines the cognitive factors influencing algebraic thinking among Year Five pupils. A total of 720 Year Five pupils from randomly selected national schools in Malaysia participated…
Descriptors: Foreign Countries, Elementary School Students, Elementary School Mathematics, Mathematics Skills
Vasilyeva, Marina; Laski, Elida V.; Veraksa, Aleksander; Bukhalenkova, Daria – Journal of Educational Psychology, 2021
Elementary school mathematics instruction aims to develop children's understanding of both numerical and spatial mathematics--two key areas of mathematical learning. The present study explored how learning within one of these areas may impact the other. Specifically, it investigated whether a measurement-to-number intervention designed to increase…
Descriptors: Elementary School Mathematics, Mathematics Instruction, Kindergarten, Young Children
