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Barbieri, Christina Areizaga; Booth, Julie L.; Chawla, Kamal – Educational Psychology, 2023
The current study assessed whether adding worked examples with self-explanation prompts focused on making connections between mathematical principles, procedures, and concepts of rational numbers to a curriculum focused on invented strategies improves pre-algebra students' fraction number line acuity, rational number concepts and procedures.…
Descriptors: Fractions, Mathematics Instruction, Teaching Methods, Algebra
Ben Clarke; Nancy J. Nelson; Leanne Ketterlin Geller; Derek Kosty; Keith Smolkowski; Taylor Lesner; David Furjanic; Hank Fien – Grantee Submission, 2022
This pilot study examined the promise of a Tier 2 sixth grade intervention program for students at-risk for difficulties in mathematics. The study utilized a quasi-experimental design. The final sample included 112 students in treatment (Promoting Algebra Readiness) and 86 students in control (standard district practice) conditions. The Promoting…
Descriptors: Grade 6, Fractions, Mathematics Instruction, At Risk Students
Ben Clarke; Nancy J. Nelson; Leanne Ketterlin Geller; Derek Kosty; Keith Smolkowski; Taylor Lesner; David Furjanic; Hank Fien – Learning Disability Quarterly, 2022
This pilot study examined the promise of a Tier 2 Grade 6 intervention program for students at risk for difficulties in mathematics. The study utilized a quasi-experimental design. The final sample included 112 students in treatment (Promoting Algebra Readiness) and 86 students in control (standard district practice) conditions. The Promoting…
Descriptors: Grade 6, Fractions, Mathematics Instruction, At Risk Students
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Hackenberg, Amy J.; Creager, Mark; Eker, Ayfer – Mathematical Thinking and Learning: An International Journal, 2021
Three iterative, 18-episode design experiments were conducted after school with groups of 6-9 middle school students to understand how to differentiate mathematics instruction. Prior research on differentiating instruction (DI) and hypothetical learning trajectories guided the instruction. As the experiments proceeded, this definition of DI…
Descriptors: Mathematics Instruction, Teaching Methods, Individualized Instruction, Thinking Skills
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DeJarnette, Anna F.; McMahon, Samantha; Hord, Casey – REDIMAT - Journal of Research in Mathematics Education, 2020
There is an ongoing need to support students' learning of linear functions, and the study of slope makes up a foundational component of this learning. We applied techniques from systemic functional linguistics to document the meanings that were established through spoken interaction between a student and her tutors during discussions of slope. We…
Descriptors: Interaction, Tutors, Algebra, Mathematics Instruction
Isabella Starling Alves – ProQuest LLC, 2021
Fractions are highly important. Therefore, it is crucial to understand the developmental trajectory of fraction knowledge and its main predictors and consequences. Our research team has proposed that we have a neurocognitive architecture dedicated to processing nonsymbolic ratios, which serves as a startup tool for fractions: the Ratio Processing…
Descriptors: Fractions, Mathematics Instruction, Mathematics Skills, Knowledge Level
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Carter, Cynthia J. – Mathematics Teaching in the Middle School, 2017
The author wants her students to see any new mathematics--fractions, negative numbers, algebra--as logical extensions of what they already know. This article describes two students' efforts to make sense of their conflicting interpretations of 1/2 × -6, both of which were compelling and logical to them. It describes how discussion, constructing…
Descriptors: Middle School Students, Secondary School Mathematics, Multiplication, Fractions
Rodrigues, Jessica; Dyson, Nancy I.; Hansen, Nicole; Jordan, Nancy C. – TEACHING Exceptional Children, 2016
Fractions are troublesome for many children, especially students with learning difficulties and disabilities in mathematics. To address this serious educational concern, this article recommends the use of number lines to build fraction sense. Math activities that center on the number line build fraction concepts as early as third grade. A number…
Descriptors: Fractions, Mathematics Instruction, Mathematical Concepts, Teaching Methods
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Schultz, James E. – Arithmetic Teacher, 1991
Discusses area models that can be used in grades three through nine, showing how the model generalizes from discrete situations involving the arithmetic of whole numbers to continuous situations involving decimals, fractions, percents, probability, algebra, and more advanced mathematics. (14 references) (MDH)
Descriptors: Algebra, Area, Cognitive Development, Cognitive Processes
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Vanden Bosch, Peter – Mathematics Teacher, 2000
Examines a root-approximation method using fixed points as a pedagogical tool for reinforcing and expanding students' conception of functions. (KHR)
Descriptors: Algebra, Concept Formation, Fractions, Instructional Materials
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Hart, Kathleen – Mathematics in School, 1987
A brief overview is given of a research project funded to investigate the cause and cure of errors in ratio and proportion, algebra, and fractions. Choosing pertinent information, interviewing students, listing significant features, developing lessons, and testing the materials are considered. (MNS)
Descriptors: Algebra, Concept Formation, Curriculum Development, Educational Research
Ball, Deborah Loewenberg – 1988
This paper presents results from a study of 19 teacher education students' knowledge of mathematics and discusses an analytic framework for examing and appraising teachers' and prospective teachers' subject matter knowledge. Participants in the study were 10 elementary education majors and 9 mathematics majors or minors who were preparing to teach…
Descriptors: Algebra, Concept Formation, Division, Educational Research
Davydov, V. V., Ed. – 1991
This is volume 6 of the series of translations of books from the Soviet literature on research in the psychology of mathematics instruction and on teaching methods influenced by the research. This book contains both a theoretical examination of the connection between instruction and the development of children, and experimental data on a definite…
Descriptors: Algebra, Arithmetic, Cognitive Development, Concept Formation