This article shares the learning experienced by my seventh-grade students during a lesson incorporating LEGO robotics into my mathematics class. I provide evidence of my students' learning, which represents how LEGO robotics can benefit students in the mathematics classroom to support engagement and development of understanding.

Relational understanding constitutes students' awareness of appropriate procedures to solve problems along with logical reasoning. It is pivotal to help students solve problems in mathematics. It is necessary that the teaching of mathematics be directed to achieve relational understanding. Accordingly, students are capable of solving complicated…

Mathematics teachers' ability to translate and make connections between representations of functions requires investigation. Consequently, this qualitative case study article focuses on pre-service mathematics teachers' nature of understanding of the tangent function; a function bearing unique characteristics compared with the sine and cosine…

This study aims to investigate how the different solutions, problem-solving strategies, and the number of strategies used by the preservice secondary school mathematics teachers on non-routine mathematical problems change according to grade levels. This study was conducted with 152 preservice teachers studying at the department of elementary…

Regular contributors James and Toby Russo return with a sixth principle for educationally-rich mathematical games--almost all mathematical games have the potential to be transformed into an investigation. This article builds on their earlier piece with Leicha A Bragg (APMC 23(3), 30-34). [For "Five Principles of Educationally Rich…

We argue that understanding the cognitive foundations of computational thinking will assist educators to improve children's learning in computing. We explain the conceptual relationship between executive functions and aspects of computational thinking. We present initial empirical data from 23 eleven year old learners which investigates the…

Understanding students' readiness for precalculus and calculus at the community college level is critical not only because of the key role community colleges play in higher education but also because calculus remains a gateway course for students in advancing to higher level mathematics. The Algebra and Precalculus Concept Readiness Assessment for…

Few research studies within the field of mathematics education have focused on the ability to recognize quantities quickly and accurately without counting (i.e. subitizing). The aim of this research was to empirically explore the role of conceptual subitizing activities for enhancing preschool class children's learning of the part-part- whole…

This study aimed to investigate the mathematical problem posing skills of gifted students. The participants of the study, designed as a case study, were 55 middle school students (20 sixth grade, 17 seventh grade, 18 eighth grade) who were studying at Science and Art Center in a city in the Eastern Anatolia region. Data were collected through a…

Mathematical reasoning skills are a desired outcome of many introductory physics courses, particularly calculus-based physics courses. Novices can struggle to understand the many roles signed numbers play in physics contexts, and recent evidence shows that unresolved struggle can carry over to subsequent physics courses. Positive and negative…

Although quantitative reasoning (QR) is central to general education, many college students lack fundamental numeracy skills. In response, The City University of New York established a QR faculty development program that trained instructors across the disciplines through teaching exercises, guided discussions, hands-on activities, the development…

The importance of being mathematically literate in today's highly technologically complex society is essential as individuals strive to compete and function effectively. This study examines what the relationship looks like between students' perceived grit levels and their mathematics proficiency as viewed from the perspective of school leaders.…

This article uses critical autoethnography to leverage the authors' experiences as students, educators, and researchers of Color to counter explicitly the status quo and dominant narratives in mathematics. Framed by Critical Race Theory (CRT), the autoethnographic explorations confront the ways race and its intersections create unjust--yet…

Using an international education database, PISA 2012, this study compares 15-year-old students' mathematics anxiety and its relationships with educational issues among five Asia Pacific economies (Indonesia, Korea, Malaysia, Shanghai, & Singapore), using descriptive, figural, partial correlative, multiple regressive, and factor analysis…

This paper revisits and reanalyses data from a study carried out in the further education and training sector in the Republic of Ireland to investigate (1) how adults access and participate in numeracy courses and (2) how adult numeracy provision might support active citizenship. We analysed 45 interviews with adult education providers, adult…