This article outlines how Virtual Reality (VR) technologies, software and content can be used as a resource for teaching and learning in Geography. Drawing on the authors' first-hand experiences of using VR for undergraduate and postgraduate teaching, we explore firstly how VR can enhance the development of fieldwork observational techniques,…

Mathematical modeling and applications are an important part of curriculum and considered to be important for students' current and future lives. In this contribution, we focus on mathematical modeling from a cognitive prospective. Following embedding the cognitive perspective within the discourse of mathematical modeling, we describe some of the…

Metacognition is thinking about thinking, or planning, monitoring, and assessing personal awareness and understanding cognition and thought processes. Teaching Bloom's revised taxonomy can help students progress from lower- to higher-levels of thinking in the learning process. Teachers need to model how they think to help students develop…

The key difference between math as math and math in science is that in science we blend our physical knowledge with our knowledge of math. This blending changes the way we put meaning to math and even the way we interpret mathematical equations. Learning to think about physics with math instead of just calculating involves a number of general…

The quality of education of an educational programme is a function of the value of the educational goals that the programme aims at, together with the effectiveness and efficiency of the means that it employs to achieve those goals, including pedagogical strategies and assessment tasks. Hence, in order to raise the quality of education, the…

It is widely acknowledged that communicating mathematical thinking is complex, difficult, and often messy. In this article, the authors explore how mathematical thinking is communicated, providing examples of strategies for teachers and students to use in the mathematics classroom.

Undergraduate students tend to struggle with probability in their introductory statistics course. Probability problem solving requires several steps. First, students must make sense of the probability scenario, then determine the appropriate probability rules, and finally, execute the procedures to solve the problem. With no previous exposure to…

Ensuring students master their basic facts is a shared priority among teachers, parents, and administrators. As a result, the number of available resources for basic facts instruction, from concrete to virtual, is vast and continues to grow. Basic fact fluency has always been of interest to elementary school teachers and is particularly relevant…

The authors led a workshop during a professional conference gathering French-speaking teachers of Quebec in the fall of 2018 with the aim of describing the learning approaches adopted in social studies teaching within the secondary school context. Their intent in the course of the workshop was to examine how elements associated with learning…

Although mastering the art of learning how to learn is considered one of the most important skills for young people, few teens know the basics of how to best learn something. And teachers rarely receive training in how to helps students become successful learners. The author describes seven well-supported techniques for learning anything that…

Essay exams offer many benefits for instructors who seek to vary their assessment methods and engage students in critical discourse, yet they also pose many challenges and require thoughtful construction and evaluation. The author provides an extensive overview of the literature to illuminate best practices for designing and assessing effective…

One of the great challenges interdisciplinary programs face is fguring out how to get students to engage subject matter in a truly integrative way. To accomplish integration, students do not need to become experts in multiple felds, but they do need to understand how multiple modes of thinking, theoretical lenses, and content knowledge can be…

Advancement of self-regulation during complex problem solving and the development of strategical reasoning are among the central educational goals linked to 21st century skills. In this paper we introduce the notion of "Stepped Tasks", which are specially designed in Top-Down structure to achieve these goals in mathematics instruction.…

Lina, a Mexican American second grader, bilingual in Spanish and English, used a strategy for adding two two-digit numbers that the authors share as an example of the importance of listening to the mathematical ideas of children, especially when these ideas do not align with how mathematics is traditionally represented in the classroom. The…

This informal essay is based on a presentation James Tanton gave at the Australian Association of Mathematics Teachers (AAMT) 'Why Maths?' Conference in 2019. It begins by offering two first steps to problem-solving that Tanton believes are key for finding success--and joy--in doing mathematics: (1) Be human! Have an emotional reaction to the…