The consideration of threshold concepts is offered in the context of biological education as a theoretical framework that may have utility in the teaching and learning of biology at all levels. Threshold concepts may provide a mechanism to explain the observed punctuated nature of conceptual change. This perspective raises the profile of periods…

This study identifies some alternative conceptions of chemical kinetics held by secondary school and undergraduate students (N = 191) in Turkey. Undergraduate students who participated are studying to become chemistry teachers when they graduate. Students' conceptions about chemical kinetics were elicited through a series of written tasks and…

This article examines the on-going saga of citizenship education in the UK against a backdrop of conceptual confusions and contradictions around the question of what it means to share a civic identity. Noting calls to grasp the social and political realities of an emerging cosmopolitanism, and move towards a more identity-based conception of…

Finding patterns, and making and justifying conjectures are considered the building blocks of mathematical reasoning and proof. Curriculum revisions in the United States and Australia place increased emphasis on problem solving and reasoning in the primary school curriculum. A number of curriculum resources for teachers are available but under…

Mathematical Mediated Language (MML) is a teaching technique designed to enhance children's learning. Teachers who use MML engage in a dialogue with children about mathematics concepts that apply to the activity in which they are engaged. This dialogue links "conceptually related linguistic and mathematical knowledge." In other words, teachers…

The purpose of the study was to investigate teachers' perceptions of word callers related to the concepts of reading fluency and reading comprehension. To this end, second-grade students (N = 408) completed a series of reading fluency and reading comprehension assessments, and their teachers (N = 31) completed word caller nominations and a…

One of the earlier, more challenging concepts in linear algebra at university is that of basis. Students are often taught procedurally how to find a basis for a subspace using matrix manipulation, but may struggle with understanding the construct of basis, making further progress harder. We believe one reason for this is because students have…

This study investigates critical thinking in a Physical Geography course and illustrates how students can understand physical geography in the context of their world. As a general education science course, most students are in non-science disciplines and feel disconnected from the material. By using exercises that challenge learning and concept…

Learning is a process of knowledge construction, individually and socially. It has both rational and irrational features. From this stance, the paper reviews an earlier model of conceptual change and its related pedagogical interventions for their inadequate attention to the irrational and social dimensions of learning. More recent developments in…

As people attempt to make sense of the world, they develop personal knowledge structures. These structures often contain misconceptions--inaccurate or incomplete information--that are highly resistant to change because existing knowledge networks must be restructured to accommodate counterintuitive information in a process known as conceptual…

Based on sociocultural theory, this article examines two activities constituted by a parent and child as jointly constructed bi-literacy practices. Bi-literacy practices enable the parent and child to co-construct conceptual meanings and sense across two languages. Concept development in young children "begins" with meaning in one language and…

The concept of "funds of knowledge" is critically reviewed, tracing a history of the term's changing use since its original conception by Velez-Ibanez and Greenberg in the late 1980s, and discussing its relevance in adult literacy and numeracy classrooms. An attempt is made to locate the concept within wider theoretical frameworks, and in…

Statistics is often presented to students as a series of algorithms to be learnt by heart and applied at the appropriate time to get "the correct answer". This approach, while it may in fact produce the right answer, has been shown to be minimally effective at helping students understand the underlying statistical concepts. As Holmes noted,…

Sorting shapes and solving riddles develop and advance children's geometric thinking and understanding while promoting mathematical communication, cooperative learning, and numerous representations. This article presents a brief summary of how children develop an understanding of the properties of geometric shapes as well as a description of the…

This article argues that the Socratic Dialogue in the Nelson and Heckmann tradition will prove a considerable contribution in training teachers. A review of the literature and empirical research supports the claim that the Socratic Dialogue promotes student teachers' interpersonal sensitivity while stimulating conceptual understanding. The article…