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Series

2017

Mathematics education

Articles 1 - 11 of 11

Full-Text Articles in Education

Assessing Journal Quality In Mathematics Education, Samuel Otten, Ryan Andrew Nivens Jul 2017

Assessing Journal Quality In Mathematics Education, Samuel Otten, Ryan Andrew Nivens

ETSU Faculty Works

Excerpt: In this study, we triangulate the rankings in Table 1 with other measures of journal quality offered through database algorithms.


How To Teach Implication, Martha Osegueda Escobar, Olga Kosheleva, Vladik Kreinovich May 2017

How To Teach Implication, Martha Osegueda Escobar, Olga Kosheleva, Vladik Kreinovich

Departmental Technical Reports (CS)

Logical implication is a somewhat counter-intuitive notion. For students, it is difficult to understand why a false statement implies everything. In this paper, we present a simple pedagogical way to make logical implication more intuitive.


English Language Learners In The Mathematics Classroom, Julia Mccormick May 2017

English Language Learners In The Mathematics Classroom, Julia Mccormick

Senior Honors Projects

Mathematics is often considered a universal language. Most of us have heard this statement from a math teacher at some point throughout our academic careers. However, for students moving to the United States from another country with minimal fluency in English, this is clearly not the case. They may walk into math class, a subject area in which they may have excelled in their native country, and see the words “polynomial”, “coefficient”, and “differentiate” on the board. Regardless of their experiences in their native language, there are disconnects and cultural differences between languages and skills emphasized that prevents mathematics from …


Walking The Walk: Authentic Science And Mathematics Research Conducted By Preservice And Inservice Teachers, Cherie Mccollough, Tonya D. Jeffery, Kim Moore Apr 2017

Walking The Walk: Authentic Science And Mathematics Research Conducted By Preservice And Inservice Teachers, Cherie Mccollough, Tonya D. Jeffery, Kim Moore

Faculty Publications

No abstract provided.


Assessing Journal Quality In Mathematics Education, Ryan Andrew Nivens, Samuel Otten Feb 2017

Assessing Journal Quality In Mathematics Education, Ryan Andrew Nivens, Samuel Otten

ETSU Faculty Works

No abstract provided.


Teaching And Learning Mathematics In The Ar/Vr Environment, Alexander Vaninsky Jan 2017

Teaching And Learning Mathematics In The Ar/Vr Environment, Alexander Vaninsky

Publications and Research

This presentation discusses teaching and learning mathematics in augmented (AR) or virtual (VR) reality created by a combination of goggles and earphones. It claims that interactive learning in such an environment is more attractive and efficient. It increases motivation and interest in the subject matter. The approach is underlain by the findings of educational neuroscience considering the learning process as the formation of domains in the brain forming mathematics knowledge centers. The teaching process provides sensory excitation and establishes connections among these and other domains. Hardware and software are available in the market. The suggested approach allows for practical implementation …


What’S Brewing? A Statistics Education Discovery Project, Marla A. Sole, Sharon L. Weinberg Jan 2017

What’S Brewing? A Statistics Education Discovery Project, Marla A. Sole, Sharon L. Weinberg

Publications and Research

We believe that students learn best, are actively engaged, and are genuinely interested when working on real-world problems. This can be done by giving students the opportunity to work collaboratively on projects that investigate authentic, familiar problems. This article shares one such project that was used in an introductory statistics course. We describe the steps taken to investigate why customers are charged more for iced coffee than hot coffee, which included collecting data and using descriptive and inferential statistical analysis. Interspersed throughout the article, we describe strategies that can help teachers implement the project and scaffold material to assist students …


Math Is More Than Numbers: Beginning Bilingual Teachers’ Mathematics Teaching Practices And Their Opportunities To Learn, Cathery Yeh Jan 2017

Math Is More Than Numbers: Beginning Bilingual Teachers’ Mathematics Teaching Practices And Their Opportunities To Learn, Cathery Yeh

Education Faculty Articles and Research

In this article, the author provides results from a 3-year, longitudinal study that examined two novice bilingual teachers’ mathematics teaching practices and their professional opportunities to learn to teach. Primary data sources included videotaped mathematics lessons, teacher interviews, and field notes of their teacher preparation methods courses. Findings revealed that the teachers were oriented toward differing views of learning that shaped how they organized students’ learning of language and mathematics during classroom instruction. While both teachers used similar teaching strategies to support students’ development of mathematics specific literacies, there were variances in how the learners were positioned within the classroom …


Conceptualizations Of Students With And Without Disabilities As Mathematical Problem Solvers In Educational Research; A Critical Review, Rachel Lambert, Paulo Tan Jan 2017

Conceptualizations Of Students With And Without Disabilities As Mathematical Problem Solvers In Educational Research; A Critical Review, Rachel Lambert, Paulo Tan

Education Faculty Articles and Research

Students with disabilities are often framed as “the problem” and have limited opportunities to engage in standards based mathematics leading to persistent underachievement. In this paper, we investigate a research divide between mathematics educational research for students with and without disabilities, a divide with significant differences in the theoretical orientations and research methodologies used to understand learners. Based on an analysis of 149 mathematics educational research articles published between 2013 and 2015, we found significant differences between articles focused on learners with and without disabilities. For those with disabilities, mathematical problem solving was understood primarily from behavioral and information processing …


Toys Redesigned: The Intersection Of Industrial Technology And Service-Learning Principles, Jill Stefaniak, Petros Katsioloudis, Basim Matrood Jan 2017

Toys Redesigned: The Intersection Of Industrial Technology And Service-Learning Principles, Jill Stefaniak, Petros Katsioloudis, Basim Matrood

STEMPS Faculty Publications

To provide students with a situated learning experience that encouraged them to develop creative design solutions, the authors created a service-learning activity that required industrial technology students to apply design principles and procedures to design and develop toys to be given to pediatric patients at a local children's hospital. The following are excerpts from student reflections addressing the technological skills used and key takeaways from the project: * "I was able to use my mechanical skills in this project by knowing how to operate the drill press and by cutting all the pieces that were needed and assembling them." * …


Using Technology To Determine Factorability Or Non-Factorability Of Quadratic Algebraic Trinomials, John E. T. Bernard, Olga Ramirez, Cristina Villalobos Jan 2017

Using Technology To Determine Factorability Or Non-Factorability Of Quadratic Algebraic Trinomials, John E. T. Bernard, Olga Ramirez, Cristina Villalobos

School of Mathematical and Statistical Sciences Faculty Publications and Presentations

This paper is aimed for mathematics educators who teach algebra, more specifically, the factoring of quadratic algebraic expressions, and who want to enhance student learning of this topic using technology in conjunction with the Middle Term Splitting Method (Donnell, 2010; MTSM 2016a; MTSM 2016b). We will use technology-based algebra and geometry connections to help determine factorability or nonfactorability of quadratic algebraic trinomials over the integers, over the real numbers, and over the complex numbers, both with clarity, certainty and with understanding by using two equations, one derived from the coefficients of the outer terms and the other from the middle …