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Full-Text Articles in Education

Highlighting The Similarities And Differences Of The Mathematical Knowledge And Strategies Of Year 4 Students, Catherine Pearn Jun 2009

Highlighting The Similarities And Differences Of The Mathematical Knowledge And Strategies Of Year 4 Students, Catherine Pearn

Catherine Pearn

Research has shown that successful mathematics students use different types of strategies from those struggling with mathematics. Year 4 students were tested using the One Minute Tests of Basic Number Facts and a paper and pencil Number Screening Test developed by the author and colleagues. Observation of the students during the assessment procedures highlighted the vast difference in the students' speed and accuracy when recalling basic facts and the types of strategies they used when solving mathematical tasks. [Author abstract]


Western Washington University 2008 Survey Of Alumni Who Graduated Between Summer, 2006, And Spring, 2007 • Technical Report, Beth Hartsoch, Linda D. (Linda Darlene) Clark, John M. Krieg, Gary (Gary Russell) Mckinney, Joseph E. Trimble Feb 2009

Western Washington University 2008 Survey Of Alumni Who Graduated Between Summer, 2006, And Spring, 2007 • Technical Report, Beth Hartsoch, Linda D. (Linda Darlene) Clark, John M. Krieg, Gary (Gary Russell) Mckinney, Joseph E. Trimble

Office of Institutional Effectiveness

Executive Summary: Since 1990, Western’s Office of Survey Research (OSR) has surveyed alumni biennially. Alumni who are one to two years past graduation are invited to participate. They reflect on their experiences at Western, and on their current situation regarding family, education, and employment. OSR uses a mixture of online and telephone survey methodologies, then, when applicable, links survey results with Western’s student records, thus expanding their usefulness to researchers. The 2008 alumni survey was administered to graduates earning their bachelor’s degrees between the summer of 2006 and spring of 2007. Of the 3,028 eligible alumni, OSR received valid responses …


Research On Undergraduate Mathematics Education In Afghanistan: How Students Understand And Learn The Concept Of “Function”, Ahmad Khalid Mowahed Jan 2009

Research On Undergraduate Mathematics Education In Afghanistan: How Students Understand And Learn The Concept Of “Function”, Ahmad Khalid Mowahed

Master's Capstone Projects

The purpose of this study was to explore undergraduate students’ conception of the concept of function in the education faculty of Balkh University, Afghanistan. In particular, the focus was to see what difficulties they had in learning the concept and to determine those factors that impeded/facilitated the learning of the concept in the curriculum. The research methodology was an exploratory approach where both qualitative and quantitative methods were used to analyze the data. The theoretical basis for the study was David Tall’s theory which focuses on understanding one’s knowledge and learning. David Tall’s theory was used to analyze qualitative data …


Specialized Science High Schools: Exploring Contributions Of The Model To Adolescent Talent Development Specialized Science, Christopher G. Kolar, Tracy L. Cross, Rena F. Subotnik, Paula Olszewski-Kubilius Jan 2009

Specialized Science High Schools: Exploring Contributions Of The Model To Adolescent Talent Development Specialized Science, Christopher G. Kolar, Tracy L. Cross, Rena F. Subotnik, Paula Olszewski-Kubilius

Publications & Research

As the field of gifted education shifts much of its focus to domain-specific talent development, specialized science high schools are taking their place on the stage. Back in 1981,Bloom and Sosniak argued persuasively that talent development cannot take place exclusively in schools. They stressed that schools were not prepared to offer the required levels of expert teaching, time, and effort. Yet, specialized science high schools, by design, are staffed with teachers with advanced degrees, offer relatively flexible schedules, interested peers,reasonable access to appropriate technology, and connections with research institutions to provide apprenticeships for the most motivated and interested students.


The Effects Of Teacher Stability On Third Grade Student Achievement As Measured By The North Carolina End-Of-Grade Tests In Reading And Mathematics, Juddson W. Starling Jan 2009

The Effects Of Teacher Stability On Third Grade Student Achievement As Measured By The North Carolina End-Of-Grade Tests In Reading And Mathematics, Juddson W. Starling

Education Dissertations and Projects

This dissertation was designed to examine the effects of teacher stability on student achievement as measured by the North Carolina End-of-Grade tests in reading and mathematics for third grade students. The perceptions of third grade teachers and elementary school principals concerning issues with teacher stability were also examined. Accountability for public schools in North Carolina has driven educators to find ways to increase student achievement. Teacher stability is a variable that can be controlled by educators in an attempt to increase student achievement.

The writer gathered test data from a target school district and analyzed test scores by the number …


What Is Effective Mathematics Teaching? International Educators' Judgements Of Mathematics Lessons From The Timss 1999 Video Study., Karen Givvin, Jennifer Jacobs, Hilary Hollingsworth, James Hiebert Dec 2008

What Is Effective Mathematics Teaching? International Educators' Judgements Of Mathematics Lessons From The Timss 1999 Video Study., Karen Givvin, Jennifer Jacobs, Hilary Hollingsworth, James Hiebert

Dr Hilary Hollingsworth

It has been well documented that classroom mathematics teaching differs across countries (Clarke et al., 2006a; Givvin et al., 2005; Hiebert et al., 2003a, 2003b; LeTendre et al., 2001; Leung, 1995; Stigler & Hiebert, 1999). Much less is known about whether leading educators in different countries differ in their views about what kinds of teaching should be occurring. Do the differences in classroom practices across countries mirror differences in experts’ views or do the differences exist in spite of shared views among experts? The goal of this chapter is to address this question.


Learning Mathematics For Life : A Perspective From Pisa, Jan De Lange, Alla Routitsky, Kaye Stacey, Ross Turner, Margaret Wu, Andreas Schleicher, Claire Shewbridge, Pablo Zoido, Nicola Clements Dec 2008

Learning Mathematics For Life : A Perspective From Pisa, Jan De Lange, Alla Routitsky, Kaye Stacey, Ross Turner, Margaret Wu, Andreas Schleicher, Claire Shewbridge, Pablo Zoido, Nicola Clements

Dr Alla Routitsky

People from many countries have expressed interest in the tests students take for the Programme for International Student Assessment (PISA). This book examines the link between the PISA test requirements and student performance. It focuses specifically on the proportions of students who answer questions correctly across a range of difficulty. The questions are classified by content, competencies, context and format, and the connections between these and student performance are then analysed. This analysis has been carried out in an effort to link PISA results to curricular programs and structures in participating countries and economies. Results from the student assessment reflect …