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Ashish Gurung; Morgan P. Lee; Sami Baral; Adam C. Sales; Kirk P. Vanacore; Andrew A. McReynolds; Hilary Kreisberg; Cristina Heffernan; Aaron Haim; Neil T. Heffernan – Grantee Submission, 2023
Solving mathematical problems is cognitively complex, involving strategy formulation, solution development, and the application of learned concepts. However, gaps in students' knowledge or weakly grasped concepts can lead to errors. Teachers play a crucial role in predicting and addressing these difficulties, which directly influence learning…
Descriptors: Error Patterns, Mathematical Applications, Grade 6, Grade 7
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Foran, Ali; Welder, Rachael M.; Williams, Ashley – North American Chapter of the International Group for the Psychology of Mathematics Education, 2021
National and state standards in the US have emphasized the importance of solving and posing word problems in students' mathematics learning for decades. Therefore, it is essential for prospective teachers (PTs) to have the mathematical knowledge necessary to teach these skills to their future students. Unfortunately, little research has…
Descriptors: Error Patterns, Preservice Teachers, Elementary School Teachers, Word Problems (Mathematics)
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Allison S. Liu; Kirk Vanacore; Erin Ottmar – Grantee Submission, 2022
Feedback in educational technologies can teach and engage students in math, but questions remain on how to present failure feedback that supports positive learning behaviors. We explore how error- and reward-based feedback influenced students' choices to replay completed problems in "From Here to There!," a math game-based educational…
Descriptors: Educational Technology, Technology Uses in Education, Feedback (Response), Failure
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Joshua, Surani; Lee, Mi Yeon – North American Chapter of the International Group for the Psychology of Mathematics Education, 2018
We investigated how pre-service teachers (PSTs) interpret their calculations in proportional tasks. A written questionnaire was administrated to 199 PSTs and an inductive content analysis approach used for data analysis. We found that one item that asked PSTs to interpret the meaning of their results had unusually low success; open coding on the…
Descriptors: Preservice Teachers, Computation, Mathematical Concepts, Mathematical Logic
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Hallinen, Nicole R.; Booth, Julie L. – Grantee Submission, 2018
5th graders (n=527) were randomly assigned to self-explain worked examples (WE) or solve problems during a yearlong study. WE students learned more algebra skills when given algebra worked examples on an end-of-year transfer measure. Comparing attempts, conceptual, and mechanical correctness by condition, results demonstrated that the condition…
Descriptors: Grade 5, Transfer of Training, Algebra, Elementary School Students
Downton, Ann; Wright, Vince – Mathematics Education Research Group of Australasia, 2016
This study explored the potential of a rich assessment task to reveal students' multiplicative thinking in respect to a hypothetical learning trajectory. Thirty pairs of students in grades 5 and 6 attempted the task. Twenty-two pairs applied multiplicative structure to find the number of items in arrays. However counting and computational errors…
Descriptors: Multiplication, Task Analysis, Grade 5, Grade 6
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Gómez, David M.; Jiménez, Abelino; Bobadilla, Roberto; Reyes, Cristián; Dartnell, Pablo – North American Chapter of the International Group for the Psychology of Mathematics Education, 2014
The application to rational numbers of the procedures and intuitions proper of natural numbers is known as Natural Number Bias. Research on the cognitive foundations of this bias suggests that it stems not from a lack of understanding of rational numbers, but from the way the human mind represents them. In this work, we presented a fraction…
Descriptors: Fractions, Mathematics Instruction, Grade 5, Grade 6
Ganesan, Raman; Dindyal, Jaguthsing – Mathematics Education Research Group of Australasia, 2014
In this study we set out to investigate the errors made by students in logarithms. A test with 16 items was administered to 89 Secondary three students (Year 9). The errors made by the students were categorized using four categories from a framework by Movshovitz-Hadar, Zaslavsky, and Inbar (1987). It was found that students in the top third were…
Descriptors: Foreign Countries, Secondary School Mathematics, Secondary School Students, Grade 8
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Heemsoth, Tim; Heinze, Aiso – North American Chapter of the International Group for the Psychology of Mathematics Education, 2014
Educational research assumes that error reflections are efficient if they include the rationale behind the own error instead of just correcting the error. However, thus far there is a lack of empirical evidence regarding this aspect. Thus, we conducted a field experiment with pre-post-follow-up design and with 7th and 8th grade students (N = 174).…
Descriptors: Fractions, Reflection, Error Patterns, Error Correction
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Olsen, Jennifer K.; Rummel, Nikol; Aleven, Vincent – Grantee Submission, 2015
To learn from an error, students must correct the error by engaging in sense-making activities around the error. Past work has looked at how supporting collaboration around errors affects learning. This paper attempts to shed further light on the role that collaboration can play in the process of overcoming an error. We found that good…
Descriptors: Intelligent Tutoring Systems, Educational Technology, Technology Uses in Education, Cooperative Learning
de Villiers, Celéste; Hopkins, Sarah – Mathematics Education Research Group of Australasia, 2013
Counting strategies initially used by young children to perform simple addition are often replaced by more efficient counting strategies, decomposition strategies and rule-based strategies until most answers are encoded in memory and can be directly retrieved. Practice is thought to be the key to developing fluent retrieval of addition facts. This…
Descriptors: Addition, Mathematics Instruction, Mathematics Skills, Computation
McClarty, Katie Larsen; Murphy, Daniel; Keng, Leslie; Turhan, Ahmet; Tong, Ye – Pearson, 2012
There is much focus at the state and national levels in graduating students that are prepared for college and careers. In order for students to be prepared at the end of their K-12 education, indicators are also needed along the way about whether students are on track. Using historical state data, nine different methods were used to align…
Descriptors: Elementary School Mathematics, Secondary School Mathematics, Alignment (Education), Academic Standards
Rule, Audrey C.; Hallagan, Jean E.; Shaffer, Barbara – Online Submission, 2008
Teachers need to address global climate change with students in their classrooms as evidence for consequences from these environmental changes mounts. One way to approach global climate change is through examination of authentic data. Mathematics and science may be integrated by interpreting graphs from the professional literature. This study…
Descriptors: Preservice Teachers, Elementary Education, Graphs, Climate
Shermis, Mark D.; Garvan, Cynthia Wilson; Diao, Yanbo – Online Submission, 2008
This study was an expanded replication of an earlier endeavor (Shermis, Burstein, & Bliss, 2004) to document the writing outcomes associated with automated essay scoring. The focus of the current study was on determining whether exposure to multiple writing prompts facilitated writing production variables (Essay Score, Essay Length, and Number…
Descriptors: Scoring, Essays, Grade 8, Grade 6