Characterising secondary school teacher imperatives as subject (signature) pedagogies : a pedagogy of support in maths and a pedagogy of engagement in science

The ideas of Lee Shulman have played a major role in reconceptualising pedagogical description. In 2005, Shulman described a construct called “signature pedagogies” in order to describe recognisable and distinctive pedagogies used to prepare future practitioners for their profession. As a broader application of Shulman’s ideas, this paper asks, what is the efficacy of describing pedagogies that have become entrenched in secondary school subjects as signature pedagogies? Approached from a cultural perspective these questions are examined by comparing the subject cultures of junior school maths and science as experienced by, and represented in the classrooms of, a small number of teachers from two secondary schools in Victoria, Australia. In this research, subject culture is underpinned by shared basic assumptions that govern the dominance of certain “subject paradigms” (what should be taught) and “subject pedagogies” (how this should be taught) (Ball & Lacey, 1980). In this secondary school setting, the term signature pedagogies can be equated to the term subject pedagogies on the basis that both aim to characterise practice across the subject, or discipline, based on what was perceived as central to the task of teaching and learning. The paper draws on classroom observation and teacher interview data to show how six teachers positioned two aspects of their teaching in relation to what they believed was central in shaping their maths and science teaching: the effect of the arrangement of curriculum content on teachers’ conceptualisations of the teaching task; and a pedagogical imperative to engage students through activity-based learning experiences. The cultural expectations surrounding these two aspects of teaching appear to have a strong influence on practice, and in some senses teachers’ pedagogical responses were clear. These common responses are what I am calling “subject pedagogies” (see Ball & Lacey, 1980) because there was general agreement about what was central to the teaching task. Two subject pedagogies were seen to represent strong discourses occurring in both subjects: a “Pedagogy of Support” in maths, and “Pedagogy of Engagement” in science. Their established and shared character resembled Shulman’s posited “signature pedagogies” (Shulman, 2005). The data shows that by evaluating cultural practices that teachers have in common, and assumptions underpinning these, there is potential for highlighting imbalances, strengths and weaknesses, and connections and disconnections, associated with prevailing subject pedagogies.

Junior English - Arabic Maths Dictionary

Junior English - Arabic Maths Dictionary

Multidisciplinary Learning, Another way of Teaching Maths in Engineering

Multidisciplinary training is widely appreciated in industry and business, and nevertheless usually is not addressed in the early stages of most undergraduate programs. We outline here a multidisciplinary course for undergraduates studying engineering in which mathematics would be the common language, the transverse tool. The goal is motivating students to learn more mathematics and as a result, improve the quality of engineering education. The course would be structured around projects in four branches in engineering: mechanical, electrical, civil and bio-tech. The projects would be chosen among a wide variety of topics in engineering practice selected with the guidance of professional engineers. In these projects mathematics should interact with at least two other basic areas of knowledge in engineering: chemistry, computers science, economics, design or physics.

Is Maths everywhere? Our students respond

Mathematics expresses itself everywhere, in almost every facet of life - in nature all around us, and in the technologies in our hands. Mathematics is the language of science and engineering - describing our understanding of all that we observe. In fact, Galileo said that Mathematics is the language with which God has written the universe. Aristotle defined mathematics as "the science of quantity", i.e., “the science of the things that can be counted”. Now you can think that counting has a vital role in our daily life; just imagine that there were no mathematics at all, how would it be possible for us to count days, months and years? Unfortunately, people usually ignore the connection between mathematics and the daily life. Most of university degrees require mathematics. Students who choose not to take seriously mathematics or to ignore it in high school, find several difficulties when they come up against them at the university. This study explores the perceptions of how mathematics influences our daily life among our students and how teachers can use this information in order to improve the academic performance. The used research instrument was a questionnaire that was designed to identify their understanding on learning mathematics.

Why so few students do maths and science. CEPS Policy Brief No. 313, 10 January 2014

Policy-makers often fret about the low number of university graduates in the fields of science, technology, engineering and mathematics (STEM). Proposed solutions often focus on providing better information for students and parents about the employability or average wages of different fields to emphasise that STEM professions pay. This paper argues that, from a personal point of view, students are actually making rational decisions, if all benefits and costs are factored into the equation. The authors conclude, therefore, that public policy needs to change the incentives to induce students to enter these fields and not just provide information about them.

Essential maths:for business and management

Assuming no prior mathematical knowledge, this approachable and straightforward text covers the essential mathematical skills needed by business and management students at undergraduate and MBA level. Clare Morris uses a clear and informal narrative style with examples, painlessly leading the reader through fundamental mathematical principles. "Essential Maths" spans basic arithmetic and algebra, and introduces readers to calculus and simple statistics, employing exercises and activities throughout to enable students to check their learning and reflect on their progress and understanding. Also available is a companion website with extra features to accompany the text, please take a look on http://www.palgrave.com/business/morris/index.html

Matematikaoktatás a bolognai típusú gazdasági képzésekben (Maths instruction in Bologna-type economics tuition)

A gazdálkodási és közgazdasági alap- és mesterszakok tanterveiben számos matematikai tárgy szerepel. A kétciklusú bolognai képzésre történő áttérés Európa-szerte igényelte a matematikaoktatás szerkezetének, mennyiségének és mélységének újragondolását a gazdálkodási és közgazdasági képzési területeken. Mivel az átállás országonként és intézményenként párhuzamosan és jelentős mértékben egymástól függetlenül ment végbe, egyetemenként számos eltérő megoldással találkozhatunk. Az egyetemek operatív tanterveit és tantárgyi adatlapjait felhasználva, utólagosan már összehasonlítható az egyes egyetemek matematikaoktatása. A tanulmány a matematika közgazdaságtanban betöltött szerepének áttekintése után a vezető európai egyetemek és négy magyar egyetem gazdálkodási és közgazdasági képzésén folyó matematikaoktatásának összehasonlító elemzése alapján arra az alapvető következtetésre jut, hogy Magyarországon a vizsgált képzési területen a matematikaoktatás mennyiségileg és minőségileg kritikus szintre süllyedt. / === / The basic and master's curricula for business and economics include plenty of mathematics subjects. Business and economics courses had to be rethought when the change was made across Europe to the two-cycle Bologna system. This change took place simultaneously but independently in each country and institution, so that notably different solutions can be found in each university. A retrospective comparison of maths instruction in various universities can be made by examining their operative syllabuses and subject data-sheets. The study reviews the part mathematics plays in economics, then uses comparative analysis of the maths teaching in business and economics courses at leading European and four Hungarian universities to reach a general conclusion: maths teaching in Hungary, in the field examined, has sunk to a critical level, in terms of quality and quantity.

The Pilot Maths Centre at the North West Regional College

This paper discusses the establishment in 2015 of the first Maths Centre in any Further and Higher Education College in Northern Ireland. In particular, it considers the rationale for its development, how it was set up and how it runs. It also presents initial figures and feedback, and plans for future developments.