How Plankton Swim: An Interdisciplinary Approach for Using Mathematics & Physics to Understand the Biology of the Natural World

The authors have developed and field-tested high school-level curricular materials that guide students to use biology, mathematics, and physics to understand plankton and how these tiny organisms move in a world where their intuition does not apply. The authors chose plankton as the focus of their materials primarily because the challenges faced by plankton are novel problems to most students, forcing adoption of new perspectives and making the study of plankton exciting. Additional reasons that they chose plankton to focus on include their ecological importance, their availability to most teachers and students, the ease with which they can be collected and observed, and the current focus of some scientific researchers on their movement and behavior. These curricular materials include a series of inquiry-based, hands-on exercises designed to be accessible to students with a range of backgrounds. Many of these materials could be adapted for use by middle-school, and/or college-level students. In this article, the authors describe sample lessons, summarize what worked well, and flag obstacles they encountered while integrating mathematics and physics into the biology classroom.

Improving Automaticity with Basic Addition Facts: Do Taped Problems Work Faster Than Cover, Copy, Compare?

This small pilot study compared the effectiveness of two interventions to improve automaticity with basic addition facts: Taped Problems (TP) and Cover, Copy, Compare (CCC), in students aged 6-10. Automaticity was measured using Mathematics Curriculum-Based Measurement (M-CBM) at pretest, after 10 days, and after 20 days of intervention. Our hypothesis was that the TP group will gain higher levels of automaticity more quickly than the CCC and control groups. However, when gain scores were compared, no significant differences were found between groups. Limitations to the study include low treatment integrity and a short duration of intervention.

Emoções desencadeadas no contexto de um projeto interdisciplinar no ensino de ciências

O desenvolvimento do pensamento e do conhecimento humano esteve vinculado, por muitos séculos a uma visão dual do Homem enquanto corpo/mente, matéria/espírito, razão/emoção, cognição/afeto. Com o surgimento de novas concepções teóricas especialmente a abordagem histórico-social de Vigotski, fundamentada em determinantes culturais, históricos e sociais da condição humana, foi possível uma nova releitura das dimensões cognitiva e emocional, na direção de uma interpretação monista do ser Humano. No entanto, mesmo diante desta interpretação integral do indivíduo, ainda persiste em larga escala no ensino, particularmente no ensino de Ciências, a tradicional busca do desenvolvimento da racionalidade e da lógica em detrimento à dimensão afetivoemocional. Este trabalho de pesquisa pretende focar especial atenção na dimensão afetivo-emocional nas relações estabelecidas em sala de aula quando um projeto de abordagem interdisciplinar é implementado. A pesquisa foi desenvolvida com uma turma do terceiro ano do Ensino Médio constituída de 22 alunos, de uma escola privada localizada em uma cidade do interior do Estado de São Paulo. Os resultados refletem a existência de conflitos emocionais significativos entre os alunos, merecendo, portanto, um planejamento docente que permita ações de gestão dessas emoções no contexto do processo de ensino e de aprendizagem.

Do first-year university students understand the language of mathematics?

The aim of the project is to determine if the understanding of the language of Mathematics of students starting university is propitious to the development of an appropriate cognitive structure. The objective of this current work was to analyse the ability of first-year university students to translate the registers of verbal or written expressions and their representations to the registers of algebraic language. Results indicate that students do not understand the basic elements of the language of Mathematics and this causes them to make numerous errors of construction and interpretation. The students were not able to associate concepts with definitions and were unable to offer examples.

[Lecture notes on pure mathematics. Convex sets]

Includes bibliographies.

Applied mathematics. New York university, 1941-42. Reprint 1947-48.

Reproduced from type-written copy.

Improving research supervision in nursing

In this paper, four experienced researchers from the UK, China and Australia offer guidance in research supervision based on their experiences and the recent document, Improving standards in postgraduate research degree programmes [Higher Education Funding Council for England, 2003. Improving standards in postgraduate research degree programmes. Formal consultation. Department for Employment and Learning, Northern Ireland, Higher Education Funding Council for England, Higher Education Funding Council for Wales, Scottish Higher Education Funding Council, HEFCE, London]. Supervision is an important aspect of not only the development of the neophyte researcher, but of academic staff and research activity in general. With increased academic accountability, good supervision should be an integral component of a quality research governance framework and resourced as such. Recommendations include: adoption of these standards; rigorous selection of research students and supervisors and development of projects; development of departmental procedures for monitoring, feedback and intellectual property; and transparency, rigour and fairness in examination procedures. (c) 2005 Elsevier Ltd. All rights reserved.

Highlighting hybridity: A critical discourse analysis of teacher talk in science classrooms

There is evidence that alienation from science is linked to the dominant discourse practices of science classrooms (cf. Lemke, J. L. (1990). Talking Science: Language, Learning, and Values. Norwood, NJ: Ablex). Yet, in secondary science education it is particularly hard to find evidence of curriculum reform that includes explicit changes in pedagogic discourses to accommodate the needs of students from a wide range of backgrounds. However, such evidence does exist and needs to be highlighted wherever it is found to help address social justice concerns in science education. In this article, I show how critical discourse analysis can be used to explore a way of challenging the dominant discourse in teacher-student interactions in science classrooms. My findings suggest a new way of moving toward more socially just science curricula in middle years and secondary classrooms by using hybrid discourses that can serve emancipatory purposes. © 2005 Wiley Periodicals. Inc.

The handbook of physical education

What is the current condition of the field of physical education? How has it adapted to the rise of kinesiology, sport and exercise science and human movement studies over the last thirty years? This Handbook provides an authoritative critical overview of the field and identifies future challenges and directions. The Handbook is divided in to six parts: - Perspectives and Paradigms in Physical Education Pedagogy Research; - Cross-disciplinary Contributions to Research on Physical Education; - Learners and Learning in Physical Education; - Teachers, Teaching and Teacher Education in Physical Education; - Physical Education Curriculum; - Difference and Diversity in Physical Education. This benchmark work is essential reading for educators and students in the field of physical education.

A sociocultural analysis of learning to teach

This paper addresses the question of how teachers learn from experience during their pre-service course and early years of teaching. It outlines a theoretical framework that may help us better understand how teachers' professional identities emerge in practice. The framework adapts Vygotsky's Zone of Proximal Development, and Valsiner's Zone of Free Movement and Zone of Promoted Action, to the field of teacher education. The framework is used to analyse the pre-service and initial professional experiences of a novice secondary mathematics teacher in integrating computer and graphics calculator technologies into his classroom practice. (Contains 1 figure.) [For complete proceedings, see ED496848.]