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Deliyianni, Eleni; Gagatsis, Athanasios; Elia, Iliada; Panaoura, Areti – International Journal of Science and Mathematics Education, 2016
The aim of this study was to propose and validate a structural model in fraction and decimal number addition, which is founded primarily on a synthesis of major theoretical approaches in the field of representations in Mathematics and also on previous research on the learning of fractions and decimals. The study was conducted among 1,701 primary…
Descriptors: Fractions, Problem Solving, Arithmetic, Numbers
Sharma, Anu – ProQuest LLC, 2013
Mathematics education currently emphasizes engaging students in mathematical modeling to understand problems of everyday life and society (Council of Chief State School Officers (CCSSO), 2010; English & Sriraman, 2010; Lesh & Zawojewski, 2007). The Common Core State Standards for mathematics also stress that high school students should…
Descriptors: Mathematics Education, Mathematical Models, Self Efficacy, Learning Strategies
Lo, Jane-Jane; Kratky, James L. – Mathematics Teacher, 2012
Students frequently have difficulty determining whether a given real-life situation is best modeled as a linear relationship or as an exponential relationship. One root of such difficulty is the lack of deep understanding of the very concept of "rate of change." The authors will provide a lesson that allows students to reveal their misconceptions…
Descriptors: Misconceptions, Mathematics Instruction, Concept Teaching, Mathematical Concepts
Lian, Lim Hooi; Yew, Wun Thiam; Idris, Noraini – International Journal for Mathematics Teaching and Learning, 2010
Superitem test based on the SOLO model (Structure of the Observing Learning Outcome) has become a powerful alternative assessment tool for monitoring the growth of students' cognitive ability in solving mathematics problems. This article focused on developing a superitem test to assess students' algebraic solving ability through interview method.…
Descriptors: Alternative Assessment, Mathematics Instruction, Cognitive Ability, Algebra
Peer reviewedRabinowitz, F. Michael; And Others – Journal of Experimental Child Psychology, 1994
Proposes a new conceptual framework, embedded in a dynamic model, that accounts for children's failure to reason transitively. Examines five different models of transitive reasoning. Develops a model of how children initially represent and then use the ordered information available in the transitive inference model and how these processes change…
Descriptors: Abstract Reasoning, Children, Cognitive Development, Encoding (Psychology)

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