"The Language of Mathematics in Science" is an ASE/Nuffield project aimed at supporting teachers of 11-16 science in the use of mathematical ideas in the science curriculum. Two publications have been produced. This article focuses on the first of these, "The Language of Mathematics in Science: A Guide for Teachers of 11-16…

Discussion of science topics can be generated using sport and fitness as a context, either in relation to the Olympic Games this summer or more generally. In this article a new set of Concept Cartoons focused on sport and fitness, produced as a partnership publication between the Association for Science Education (ASE) and Millgate House…

This article introduces the UK branch of the European Space Education Resource Office (ESERO-UK), also known as the UK Space Education Office. It is a teaching project designed to use space to enthuse primary and secondary students to study science, technology, engineering and mathematics (STEM) subjects. The office is funded by the European Space…

This "Science Note" explores the new adaptation of Newton's Second Law of Motion, "F = ma." In older physics and applied mathematics textbooks this expression appears as "P = mf." The author examines why "f" is now favored over "a" and why practitioners write "P = mf" rather than…

Discusses: (1) the nature of science; (2) Ausubel's learning theory and its application to introductory science; and (3) mathematics and physics instruction. Outlines a checklist approach to Certificate of Extended Education (CSE) practical assessment in biology. (JN)

Discusses calculations used in chemistry which depend on: (1) linear relationships, (2) quadratic equations, and (3) the exponential function. Also discusses working with inequalities. (JN)

Presents three different papers: (1) mathematical models and understanding in science; (2) attitude shaping in the training of science teachers (a role-playing strategy for laboratory safety and mini teaching as opposed to micro teaching); and (3) a technique in the analysis of technical writing to improve reading skills of students. (SK)

Gives examples on the applications of arithmetic, geometry, and some calculus, vector algebra, and mechanics to ball games. Suggestions for further interesting investigations are provided together with references to other articles and books on applications of mathematics and physics to ball games and sports in general. (JN)

Notes the computer has progressed from being a fast calculating machine to becoming an important tool for the whole academic spectrum. Discusses the development of new courses being offered to develop skills and knowledge in computational physics. (Author/MVL)

Explains that the use of symbols in some textbooks to represent both physical quantitites and numerical measures is illogical and confusing. (GA)