As statisticians, we engage in a variety of activities, some of which are regularly integrated into our undergraduate courses. However, the individual courses that comprise a mathematics or statistics degree program might not provide students with experiences in the broader range of activities that define the practice of statistics. To remedy this…

In the training of mathematics teachers in Brazil we can not disregard the historical and epistemological component aiming the transmission of mathematics through a real understanding of the nature of classic concepts and foundamental definitions to Mathematics, whether in the school context or in the academic context. In this sense, the present…

In this paper, we highlight a further use of scripting tasks in the work of researchers-teacher-educators, which we present in two parts. In Part 1, we study prospective secondary school mathematics teachers' responses to a scripting task on the topic of functions. The generated examples for a function that satisfies certain constraints provide a…

In this article, the conceptions of variability held by samples of Japanese and Thai senior high school mathematics teachers were identified, based on the framework proposed by Shaughnessy (2007), using a comparative survey study. From contrasting the results of the two groups, relative tendencies of insufficient statistical knowledge for…

A second-grade class visits Saint John's Food Pantry each year and spends the morning learning about the needs of the community. Then students pitch in and help the staff for a few hours. When the children return to school, they create signs advertising a canned food drive, and they place collection boxes at various locations around the school.…

Children's development of foundational mathematics concepts begins long before they enter the kindergarten classroom. Early experiences with color, shape, and pattern recognition as well as the ability to seriate sizes all contribute to a strong beginning to young children's mathematical conceptual development. This article presents how a…

Productive mathematical conversations are a significant component of developing students' mathematical understanding and ability to effectively communicate their thinking, and the types of questions teachers ask can either hinder or advance that development. Seeking to understand students' thinking while monitoring their initial work on a task…

Discourse in mathematics classrooms has been at the forefront of mathematics reform for years. Of the eight NCTM Mathematics Teaching Practices, four relate specifically to the use of discussion, questioning, and the analysis of student thinking that is based on discourse. As an answer to the demand for discourse within many mathematics classroom,…

As a beginning teacher, the author was often surprised when marking tests. She thought students understood the material, but their tests told a different story. She had simply been assuming that students understood, but she had not actually checked until it was too late to do anything about it. She needed some quick ways to gauge student…

The use of technology in teaching mathematics in higher education has received much attention in education research lately. Using Roger's Diffusion of Innovation theory (DOI) as a framework, this study sought to explore how the attributes of technology affect its adoption by mathematics teachers of a bridging course at an institution of higher…

This paper seeks to explore the nature of dialogue within calculus lecture rooms. This paper reports on part of a larger study, in which the participants were two lecturers lecturing to 198 third year pre-service teachers at a University in South Africa. This qualitative interpretive study was framed within the ambits of social constructivism and…

This study aimed to describe the ability of mathematical creative thinking and scaffolding process of pre-service teachers according to the learning styles. The participants were 50 first year pre-service primary teacher students. The research data were taken by questionnaire, test and interview. The questionnaire results to look at learning…

What do nonroutine algebra problems look like for a second-year algebra course, and where can such problems be found? Starting from the belief that even challenging, nonroutine problems should be solvable with the resources that students possess, Benjamin Dickman proceeded to formulate a small collection of tasks to push students into integrating…

This study explored the training of prospective and practicing mathematics teachers in alternative assessment and its impact on their attitudes toward alternative assessment methods and their beliefs about the nature of mathematics. Data were collected from 51 prospective teachers and 50 practicing teachers who took a course on alternative…

Over the recent decades, much empirical evidence has shown the benefits of problem-based learning (PBL) over traditional teacher-centred pedagogy. However, research on problem-based learning (PBL) has focused more on students' learning outcomes and less on what it might take for teachers to implement it, especially in primary school and in…