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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
Willingham, James C.; Strayer, Jeremy F.; Barlow, Angela T.; Lischka, Alyson E. – Mathematics Teaching in the Middle School, 2018
Middle-grades teachers and students can have different perspectives on the value of discussing students' mathematical mistakes, despite various classroom evidence that such discussions can help foster strong conceptual understanding. Some teachers consider student mistakes to be an opportunity to correct errors in individual student thinking.…
Descriptors: Mathematics Instruction, Misconceptions, Mathematical Concepts, Middle School Students
Cramer, Kathleen; Ahrendt, Sue; Monson, Debra; Wyberg, Terry; Colum, Karen – Teaching Children Mathematics, 2017
The Common Core State Standards for Mathematics (CCSSM) (CCSSI 2010) outlines ambitious goals for fraction learning, starting in third grade, that include the use of the number line model. Understanding and constructing fractions on a number line are particularly complex tasks. The current work of the authors centers on ways to successfully…
Descriptors: Common Core State Standards, Mathematics Instruction, Fractions, Numbers
National Council of Teachers of Mathematics, 2011
"Focus in Grade 2: Teaching with Curriculum Focal Points" describes and illustrates learning paths for the mathematical concepts and skills of each grade 2 Focal Point as presented in 'Curriculum Focal Points for Prekindergarten through Grade 8 Mathematics". It includes representational supports for teaching and learning that can facilitate…
Descriptors: Mathematics Curriculum, Mathematical Concepts, Grade 2, Misconceptions
Matthews, Michael; Ding, Meixia – Mathematics and Computer Education, 2011
A steady stream of research has shown that many elementary school teachers have weak mathematical knowledge in some areas, including place value and fractions. Since a teacher's mathematical knowledge affects their students' performance, improving elementary school teachers' knowledge is critical. A better understanding of the mathematical…
Descriptors: Mathematics Education, College Mathematics, Elementary School Teachers, Misconceptions
Yee, Ng Kin; Lam, Toh Tin – Journal of Science and Mathematics Education in Southeast Asia, 2008
This paper reports on students' errors in performing integration of rational functions, a topic of calculus in the pre-university mathematics classrooms. Generally the errors could be classified as those due to the students' weak algebraic concepts and their lack of understanding of the concept of integration. With the students' inability to link…
Descriptors: Calculus, Misconceptions, Mathematics Instruction, College Students

Perry, Leland M. – Arithmetic Teacher, 1990
Examines a variety of mistakes found in published materials and practiced by classroom teachers. Provides examples of mistakes in reading time, place value, price notation, geometry, and language. (YP)
Descriptors: Elementary Education, Elementary School Mathematics, Error Patterns, Language Usage
Mestre, Jose – 1989
Students come to the classroom with theories that they have actively constructed from their everyday experiences. However, some of these theories are incomplete half-truths. Although such misconceptions interfere with new learning, students are often emotionally and intellectually attached to them. Some common mathematical misconceptions involve:…
Descriptors: Anglo Americans, Concept Formation, Concept Teaching, Elementary Secondary Education

Perso, Thelma – Australian Mathematics Teacher, 1992
Discusses how student errors can be utilized to understand the nature of the conceptions that underlie students' mathematical activity. Looks at why errors are made in mathematics, how teachers and students perceive errors, and how to use errors in the classroom. (MDH)
Descriptors: Cognitive Structures, Diagnostic Teaching, Elementary Secondary Education, Error Patterns
Orr, Eleanor Wilson – 1987
It is the premise of this study that the performance of black students in math and science is crippled by the interference of their language patterns. It is argued that schoolwork of these students demonstrates how nonstandard English can lead to misunderstanding. The connection between students' misunderstandings of certain quantitative relations…
Descriptors: Academic Achievement, Black Dialects, Black Students, Error Patterns

Margulies, Susan – Mathematics Teacher, 1993
Presents an activity applicable at the beginning of the year to review necessary algebra concepts that are often misunderstood by students. Presents a true/false worksheet made up of examples illustrating common algebra and trigonometry errors made by students. (MDH)
Descriptors: Algebra, Class Activities, Error Correction, Error Patterns

Farrell, Margaret A. – Mathematics Teacher, 1992
Discusses the use of feedback from students and the analysis of students' error patterns to understand why students develop misconceptions in mathematics. Looks at learning vis-a-vis the abstract nature of mathematics and the students' cognitive development. (MDH)
Descriptors: Cognitive Development, Cognitive Measurement, Error Correction, Error Patterns

Cavalier, Robert; Wesp, Richard – Teaching of Psychology, 1997
Maintains that having students estimate the size and width of a class waste paper can (placed on a desk) is a simple and effective way of illustrating perceptual distortion. Tests show that people will consistently overestimate the height of the can, allowing for a useful discussion on sensory distortion. (MJP)
Descriptors: Demonstrations (Educational), Educational Experiments, Error Patterns, Higher Education