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Bailey, MarLynn; Taasoobshirazi, Gita; Carr, Martha – Journal of Educational Research, 2014
Previous studies have shown that several key variables influence student achievement in geometry, but no research has been conducted to determine how these variables interact. A model of achievement in geometry was tested on a sample of 102 high school students. Structural equation modeling was used to test hypothesized relationships among…
Descriptors: Mathematics Achievement, Geometry, High School Students, Secondary School Mathematics
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Lin, John Jr-Hung; Lin, Sunny S. J. – International Journal of Science and Mathematics Education, 2014
The present study investigated (a) whether the perceived cognitive load was different when geometry problems with various levels of configuration comprehension were solved and (b) whether eye movements in comprehending geometry problems showed sources of cognitive loads. In the first investigation, three characteristics of geometry configurations…
Descriptors: Cognitive Processes, Difficulty Level, Geometry, Comprehension
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Contreras, José N. – Mathematics Teacher, 2014
The activity of posing and solving problems can enrich learners' mathematical experiences because it fosters a spirit of inquisitiveness, cultivates their mathematical curiosity, and deepens their views of what it means to do mathematics. To achieve these goals, a mathematical problem needs to be at the appropriate level of difficulty,…
Descriptors: Problem Solving, Questioning Techniques, Educational Practices, Educational Strategies
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Xu, Wei; Zhao, Ke; Li, Yatao; Yi, Zhenzhen – International Journal of Distance Education Technologies, 2012
Determining how to provide good tutoring functions is an important research direction of intelligent tutoring systems. In this study, the authors develop an intelligent tutoring system with good tutoring functions, called "FUDAOWANG." The research domain that FUDAOWANG treats is junior middle school mathematics, which belongs to the objective…
Descriptors: Tutoring, Intelligent Tutoring Systems, Computer Software, Problem Solving
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Royer, Melvin – PRIMUS, 2012
Gabriel's Horn is a solid of revolution commonly featured in calculus textbooks as a counter-intuitive example of a solid having finite volume but infinite surface area. Other examples of solids with surprising geometrical finitude relationships have also appeared in the literature. This article cites several intriguing examples (some of fractal…
Descriptors: Mathematics Education, Textbooks, Scientific Concepts, Calculus
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Greenberg, Jan – Young Children, 2012
Math is everywhere! Mathematics is "a way of describing the world--a way of thinking, knowing, and problem-solving" (Virginia's Early Childhood Development Alignment Project 2008, 83). Infants and toddlers are natural mathematicians. Even without adult support, infants and toddlers use math concepts to make sense of their world. An important role…
Descriptors: Infants, Parent Role, Toddlers, Mathematics Education
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Lyublinskaya, Irina; Funsch, Dan – Mathematics Teacher, 2012
Several interactive geometry software packages are available today to secondary school teachers. An example is The Geometer's Sketchpad[R] (GSP), also known as Dynamic Geometry[R] software, developed by Key Curriculum Press. This numeric based technology has been widely adopted in the last twenty years, and a vast amount of creativity has been…
Descriptors: Educational Technology, Algebra, Geometry, Geometric Concepts
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Ada, Tuba; Kurtulus, Aytac – PRIMUS, 2012
In Turkey, the content of the geometry course in the Primary School Mathematics Education, which is developed by The Council of Higher Education (YOK), comprises Euclidean and non-Euclidean types of geometry. In this study, primary mathematics teacher candidates compared these two geometries by focusing on Taxicab geometry among non-Euclidean…
Descriptors: Student Projects, Mathematics Education, Active Learning, Foreign Countries
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Kosko, Karl W.; Wilkins, Jesse L. M. – Investigations in Mathematics Learning, 2012
Mathematical discussion allows for students to reflect upon math concepts and understand such concepts at a deeper level. This process of reflection requires a certain amount of internalization on the part of the student. This internalization is facilitated by meeting the needs of autonomy, competence, and relatedness as advocated by…
Descriptors: Personal Autonomy, Mathematics Skills, Psychological Needs, Structural Equation Models
Achieve, Inc., 2013
Research by Achieve, ACT, and others suggests that for high school graduates to be prepared for success in a wide range of postsecondary settings, they need to take four years of challenging mathematics--covering Advanced Algebra; Geometry; and data, probability, and statistics content--and four years of rigorous English aligned with college- and…
Descriptors: Career Readiness, College Readiness, Graduation Requirements, High Schools
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Herbst, Patricio; Kosko, Karl W.; Dimmel, Justin K. – North American Chapter of the International Group for the Psychology of Mathematics Education, 2013
We describe the development of measures of teachers' recognition of an instructional norm--that proof problems in high school geometry are presented in a diagrammatic register. A first instrument required participants to openly respond to depictions of classroom scenarios in which the norm was breached. A second instrument was a survey that…
Descriptors: Geometry, Mathematics Instruction, Teaching Methods, High School Students
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Denbel, Dejene Girma – Journal of Education and Practice, 2015
Students learning experiences were investigated in geometry lesson when using Dynamic Geometry Software (DGS) tool in geometry learning in 25 Ethiopian secondary students. The research data were drawn from the used worksheets, classroom observations, results of pre- and post-test, a questionnaire and interview responses. I used GeoGebra as a DGS…
Descriptors: Foreign Countries, Learning Experience, Geometry, Computer Software
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Jones, V. Faye; Brown, Elizabeth Todd; Molfese, Victoria; Ferguson, Melissa C.; Jacobi-Vessels, Jill; Bertsch, Carey; Abraham, Tanya; Davis, Deborah Winders – Early Child Development and Care, 2015
Objective: Children from low-income families are often not well-prepared for kindergarten entry, especially in mathematical skills. Caregivers may lack the knowledge and confidence to teach early mathematical skills. The purpose of this study was to develop a parent-child activities-based mathematics learning programme and test its acceptability…
Descriptors: Pediatrics, Primary Health Care, Low Income Groups, School Readiness
Silver, Edward A., Ed.; Kenney, Patricia Ann, Ed. – National Council of Teachers of Mathematics, 2015
This book's 28 chapters are adapted and updated from articles published in NCTM's "Journal for Research in Mathematics Education" between 2000 and 2010. The authors have rewritten and revised their work to make it clear, understandable, and--most of all--useful for mathematics teachers today. To help teachers even more, these articles…
Descriptors: Theory Practice Relationship, Mathematics Education, Educational Research, Common Core State Standards
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Spelke, Elizabeth S.; Gilmore, Camilla K.; McCarthy, Shannon – Developmental Science, 2011
Geometrical concepts are critical to a host of human cognitive achievements, from maps to measurement to mathematics, and both the development of these concepts, and their variation by gender, have long been studied. Most studies of geometrical reasoning, however, present children with materials containing both geometric and non-geometric…
Descriptors: Maps, Kindergarten, Geometric Concepts, Geometry
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