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Lucy A. Watson; Elizabeth B. Harkey; Angela T. Barlow – Mathematics Teacher: Learning and Teaching PK-12, 2024
Barlow et al. (2018) discussed three types of mistakes worthy of inspection: procedural errors, inappropriate solution processes, and misconceptions. Here, the authors focus on procedural errors, as these often led the teachers in their professional development project to limit their inspection of mistakes to correcting. Despite this narrow focus,…
Descriptors: Mathematics Instruction, Misconceptions, Teaching Methods, Error Patterns
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Barlow, Angela T.; Watson, Lucy A.; Tessema, Amdeberhan A.; Lischka, Alyson E.; Strayer, Jeremy F. – Teaching Children Mathematics, 2018
The inspection of mistakes can play a powerful role in an individual's learning process (Boaler 2015). The purpose of this article is to support the reader in selecting mistakes that can be leveraged to benefit the learning of all students. Specifically, the authors focus on "which" and "why": "which" mistakes to…
Descriptors: Mathematics Instruction, Teaching Methods, Error Correction, Learning Processes
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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
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Lawley, Jim – Computer Assisted Language Learning, 2016
Research has shown that any assumption that L2 learners of English do well to rely on the feedback provided by generic spell checkers (for example, the MS Word spell checker) is misplaced. Efforts to develop spell checkers specifically for L2 learners have focused on training software to offer more appropriate suggestion lists for replacing…
Descriptors: English (Second Language), Second Language Learning, Feedback (Response), Spelling
Walqui, Aída; Heritage, Margaret – American Educator, 2018
For English language learners (ELLs) to productively engage in classroom discussions that foster language development, content knowledge, and analytical practices, teachers must create a trusting classroom culture. How do we ensure that all ELLs have opportunities to productively use oral language in academic settings? And how do we ensure that…
Descriptors: English Language Learners, Oral Language, Classroom Communication, Classroom Environment
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Lange, Karin E.; Booth, Julie L.; Newton, Kristie J. – Mathematics Teacher, 2014
For students to be successful in algebra, they must have a truly conceptual understanding of key algebraic features as well as the procedural skills to complete a problem. One strategy to correct students' misconceptions combines the use of worked example problems in the classroom with student self-explanation. "Self-explanation" is the…
Descriptors: Algebra, Mathematics Instruction, Problem Solving, Mathematics Skills
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Bhattacharjee, Pramode Ranjan – Australian Senior Mathematics Journal, 2014
This paper being an extension of Bhattacharjee (2012) is very much relevant to Year 9 to Year 10A in the "Australian Curriculum: Mathematics". It also falls within the purview of class IX to class XII curriculum of Mathematics in India (Revised NCERT curriculum) for students aged 14-17 years. In Bhattacharjee (2012), the discovery of…
Descriptors: Trigonometry, Definitions, Secondary School Mathematics, Misconceptions
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Lim, Kien H. – Mathematics Teaching in the Middle School, 2014
Student errors are springboards for analyzing, reasoning, and justifying. The mathematics education community recognizes the value of student errors, noting that "mistakes are seen not as dead ends but rather as potential avenues for learning." To induce specific errors and help students learn, choose tasks that might produce mistakes.…
Descriptors: Secondary School Mathematics, Middle School Students, Error Patterns, Error Correction
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Lo, Jane-Jane; Ko, Yi-Yin – Mathematics Teaching in the Middle School, 2013
Middle school is a crucial transition period for students as they move from concrete to algebraic ways of thinking. This article describes a sequence of instruction geared toward helping prospective middle school instructors teach the topic of percentages.
Descriptors: Preservice Teacher Education, Preservice Teachers, Secondary School Mathematics, Mathematical Concepts
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Gardner, John – Oxford Review of Education, 2013
Evidence from recent research suggests that in the UK the public perception of errors in national examinations is that they are simply mistakes; events that are preventable. This perception predominates over the more sophisticated technical view that errors arise from many sources and create an inevitable variability in assessment outcomes. The…
Descriptors: Educational Assessment, Public Opinion, Error of Measurement, Foreign Countries
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Fisher, Douglas; Frey, Nancy; Lapp, Diane – Journal of Adolescent & Adult Literacy, 2010
When students make mistakes, have misconceptions, or are simply wrong, how their teachers respond either builds new skills and understanding or reinforces errors. An intentional approach to responding when students don't get it includes questions to check for understanding, prompts for cognitive and metacognitive work, cues to divert attention,…
Descriptors: Cues, Teacher Response, Misconceptions, Error Correction
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Wide, Sverre – Journal of Philosophy of Education, 2009
This essay attempts to distinguish and discuss the importance and limitations of different ways of being wrong. At first it is argued that strictly falsifiable knowledge is concerned with simple (instrumental) mistakes only, and thus is incapable of understanding more complex errors (and truths). In order to gain a deeper understanding of mistakes…
Descriptors: Communication (Thought Transfer), Misconceptions, Ethics, Credibility
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Adler, Jonathan E. – Educational Theory, 2008
Surprise is of great value for learning, especially in cases where deep-seated preconceptions and assumptions are upset by vivid demonstrations. In this essay, Jonathan Adler explores the ways in which surprise positively affects us and serves as a valuable tool for motivating learning. Adler considers how students' attention is aroused and…
Descriptors: Learning Motivation, Student Motivation, Misconceptions, Teaching Methods
Anderson, Judy – Australian Mathematics Teacher, 2009
The focus of this paper is the use of National Assessment Program in Literacy and Numeracy (NAPLAN) items to develop students' competence in reading mathematical text, to promote thinking strategies including estimation, and to evaluate alternative solutions for errors and misconceptions. Showing students test items and discussing strategies for…
Descriptors: Test Items, Critical Thinking, Misconceptions, Thinking Skills
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Meyer, Debra K. – College Teaching, 1993
A discussion of misunderstandings occurring in the college classroom looks at the common sources of misconceptions and offers three ways to diagnose and address them: (1) asking students to think aloud as they solve problems; (2) having students teach course topics; and (3) reviewing students' notes with them. (MSE)
Descriptors: Classroom Communication, Classroom Techniques, College Faculty, College Instruction