Education Commons^™

Learning To Look, Looking To Learn, Karen Rothschild, Marvin Cohen, Babette Babette Moeller, Barbara Dubitsky, Nesta Marshall, Matt Mcleod

All Faculty and Staff Papers and Presentations

In order to plan and implement lessons that will be effective for a wide variety of learners, teachers must assess what students know and how they know it. They must also know students’ academic strengths, challenges, and preferences. Careful observation of what students do and say as they work provides a rich source of data about both their knowledge and ways of learning. We highlight three strategies we use to help teachers refine their understanding of individual students:

(a) building teachers’ skills in observing without making judgements; (b) teaching teachers to use a shared, neurodevelopmental framework through which to view …

Mathematics Course For Elementary Teachers In An Alternate Certification Pathway, Rachael Cramer Williams

LSU Master's Theses

In the current alternate certification program for elementary teachers at McNeese State University, students receive course work from only one of the elementary mathematics methods courses required in the traditional certification program. To assure that candidates in the alternate path learn all the math they need, I have created a course that combines the most important concepts from the two courses in one. In this thesis I will describe how the new course was designed, present an outline of the course, detail the content at the unit level and provide a template for the final exam.

Experiencing Success: A Hermeneutic Phenomenology Of Successful Remedial Mathematics Students, Kyle Ireland

Doctoral Dissertations and Projects

The purpose of this hermeneutic phenomenological study was to describe how students experience success in mathematics remediation at a four-year private institution in the central United States. Success in a remedial mathematics course was defined as one’s completion of a required remedial mathematics course having earned an overall grade of 90% or higher. The theories guiding this study were achievement goal theory and expectancy-value theory grounded in Bandura’s social cognitive theory. This theoretical framework provided a motivational framework for student success in a post-secondary, remedial mathematics course based on individual goals for completing the task, student self-efficacy beliefs, and the …

Technologies To Enhance And Extend Children's Understanding Of Geometry: A Configurative Thematic Synthesis Of The Literature, Helen Crompton, Melva R. Grant, Khitam Y. H. Shraim

Teaching & Learning Faculty Publications

Empirical evidence indicates that students are not learning geometry with relational understanding of the concepts. Studies have shown that digital technologies can support students in mathematics. The purpose of this study was to find which technologies and technological affordances are specific to learners of geometry. This paper presents the results of a configurative thematic synthesis of empirical studies and theoretical papers to show that dynamic geometry environments (DGEs: including 3D DGEs) and logobased environments were the main types of technologies used to support geometry learners. The results of this study also reveal that there are five main technological supports provided …

Summer Learning Loss And Summer Programming: How To Build A Cohesive Mathematics Education, Jill Osborne

All Electronic Theses and Dissertations

Students across the world are learning at an incredible rate. By the end of each academic school year, most students have amassed a large amount of knowledge. But what happens to that knowledge over the summer? Research shows that most students make no academic gains over the summer; some even regress in their content knowledge. In order to build a cohesive education across academic school years, research has shown that attending a summer academic program may help. Students that attend a summer learning program may be more successful the next academic year, which in turn builds to a greater overall …

The Effectiveness Of The Co-Requisite Model In Preparing College Students For Math Courses, Shauna Mullins

Murray State Theses and Dissertations

Some form of academic support for underprepared students at the post-secondary level has been around since the 17^th century. This academic support has had several names such as tutoring, remediation and developmental education. With the growing need for academic support at the post-secondary level, universities are developing various ways to provide support to their students.

The focus of this study was the Co-requisite Model, particularly within Murray State University’s mathematics courses. Following IRB approval, archival data from undergraduate students were collected over three semesters in College Algebra and one semester in Mathematical Concepts courses. The pass rates of students …

Implementing Student-Centered Accommodations In Mathematics, Stephanie Grosko

Graduate Education Student Scholarship

This project explores the necessary need to create and implement accommodations for low achieving learners and high achieving learners in mathematics, specifically addition and subtraction at the kindergarten level. Currently, there are no accommodations provided in the mathematic curriculum to support these groups of students and ensure they continue to succeed and grow. Research data was collected and analyzed to determine the types of accommodations that are most beneficial to these two groups of learners. Through the research findings, accommodations were discovered and included in the final project to create a student-centered learning environment called the Rainforest Math Cove. The …

Descriptions Of Differentiated Instruction In Mathematics In A Title 1 School District, Sheril Bulley-Simpson

Walden Dissertations and Doctoral Studies

In an urban Title 1 school district, the average number of Grade 3-5 students who scored proficient or advanced on the state standardized assessment was 37.3% below Grade 3-5 students countywide and 19.4% below Grade 3-5 students statewide. Low mathematics scores may indicate a gap in practice that affects student achievement. The purpose of this descriptive case study was to examine teachers' descriptions of instructional strategies implemented to mediate instruction for students who struggle in mathematics. This study was based on the conceptual framework of Tomlinson's differentiated instruction (DI), a means of accommodating the varied ways that students learn. The …

Improving Mathematical Skill: The Perceptions Of Rural Minnesota Mathematics Educators, Michael Haskins

All Graduate Theses, Dissertations, and Other Capstone Projects

This qualitative phenomenological study is focused on the perceptions of mathematics educators on how to improve mathematical skill in high school students. The main purpose was to describe, recognize, and interpret the lived experience that have allowed educators to achieve the best results for their students. The population for the current study was mathematics educators that were located in a rural Southwest Minnesota city with medium population. These educators were either college educators or middle and high school teachers. The measures that were used to select the participants for the study were that they must hold at least a bachelor's …