A Practical Guide to Transforming Primary Mathematics offers inspiration and ideas for all training and practising teachers committed to making mathematics enjoyable, inclusive, engaging and successful. The companion to Mike Askew’s bestselling book, Transforming Primary Mathematics, this practical guide focuses on showing you how to unlock the powerful potential of a small set of consistent principles and practices, known as the teaching tripod, to develop a coherent approach to teaching mathematics. Organised around the major strands of the curriculum - number, calculations, shape and space, measures, and data handling – it offers an accessible introduction to the teaching tripod, a careful choice of tasks, supported by a range of tools that extend our natural abilities and held together by careful attention to classroom talk. A range of classroom tasks, each including key learning outcomes, clear links to the framework, links to relevant research, and suggestions for making the tasks easier or harder, are offered for every topic, helping you plan units of work for meaningful learning. A Practical Guide to Transforming Primary Mathematics offers all teachers a vision, rationale and ideas for how teaching can support better learning of mathematics but also encourage learners to see themselves as being capable of learning mathematics, and wanting to learn it.

A Practical Guide to Transforming Primary Mathematics offers inspiration and ideas for all training and practising teachers committed to making mathematics enjoyable, inclusive, engaging and successful. The companion to Mike Askew's bestselling book, Transforming Primary Mathematics, this practical guide focuses on showing you how to unlock the powerful potential of a small set of consistent principles and practices, known as the teaching tripod, to develop a coherent approach to teaching mathematics. Organised around the major strands of the curriculum - number, calculations, shape and space, measures, and data handling - it offers an accessible introduction to the teaching tripod, a careful choice of tasks, supported by a range of tools that extend our natural abilities and held together by careful attention to classroom talk. A range of classroom tasks, each including key learning outcomes, clear links to the framework, links to relevant research, and suggestions for making the tasks easier or harder, are offered for every topic, helping you plan units of work for meaningful learning. A Practical Guide to Transforming Primary Mathematics offers all teachers a vision, rationale and ideas for how teaching can support better learning of mathematics but also encourage learners to see themselves as being capable of learning mathematics, and wanting to learn it.

Fully updated to reflect the new curriculum, the revised edition of Transforming Primary Mathematics sets out key theories and cutting-edge research in the field to enable teachers to take a fresh look at how they teach mathematics. The book encourages teachers to reflect on their own beliefs and values about mathematics, and asks them to question whether their current methods meet the needs of all learners, and the challenge of having high expectations for all. It provides clear, practical approaches to help implement fundamental change in classroom environments, and offers motivational teaching styles to ensure meaningful mathematics learning. Chapters take an inspiring, sometimes controversial, and often unconventional look at the subject of mathematics, by: endorsing the use of a ‘new mathematics’ – one based on problem solving, modelling, inquiry and reasoning, not on abstract rules, memorising, and regurgitation arguing that there is more to maths teaching than ‘death by a thousand worksheets’ challenging norms, such as the practice of sorting children into sets based on their perceived mathematical ability asking whether mathematical ability is innate or a result of social practices examining what a ‘mastery’ approach might entail highlighting the role of variation in supporting learning advocating an environment where teachers are encouraged to take risks. Transforming Primary Mathematics is for all primary school teachers who want to make mathematics welcoming, engaging, inclusive and successful.

One of the most important factors in pupils' success in school are the relationships developed with teachers and other children. Not only are these relationships important in their own right, but they have considerable bearing on pupil motivation, achievement, and on their perceptions of themselves as learners. Social and Learning Relationships in Primary Schools is based upon, but not confined by, recent research projects focused on a range of relationships that exist within English primary schools. This text provides substantial evidence and rich insights into the development and ongoing influences on these social and learning relationships, relating to both the academic and affective outcomes of pupils. The book is presented in four parts: i) social interaction and the curriculum; ii) classroom relationships and the impact on learning; iii) professional identity and professional development; and iv) individual differences and inclusion. Through these sections, the authors identify important features of primary schooling including, for example, delivery of the core subjects, learning environment, role of student teachers in schools, classroom technology, and the transition between phases of education. They examine a number of social psychological influences on these relationships in terms of career phase, professional identity, adult-child and peer relationships, and self-efficacy and provide powerful evidence of the complexities of primary school life. Drawing together the perspectives of a number of authors, all of whom have served as practising teachers as well as gaining a wealth of experience in the higher education sector, Social and Learning Relationships in Primary Schools offers a detailed and holistic understanding of the influences that shape learning, policy and practice in this context.

This book explores the state of open education in terms of self-directed learning on the African continent. Through a combination of conceptual, systematic literature review and empirical chapters, readers will get a research-based impression of these aspects in this area. Apart from presenting existing wider trends regarding open education, this book also reports on effective open practices in support of self-directed learning.

The relationship between research and practice has long been an area of interest for researchers, policy makers, and practitioners alike. One obvious arena where mathematics education research can contribute to practice is the design and implementation of school mathematics curricula. This observation holds whether we are talking about curriculum as a set of broad, measurable competencies (i.e., standards) or as a comprehensive set of resources for teaching and learning mathematics. Impacting practice in this way requires fine-grained research that is focused on individual student learning trajectories and intimate analyses of classroom pedagogical practices as well as large-scale research that explores how student populations typically engage with the big ideas of mathematics over time. Both types of research provide an empirical basis for identifying what aspects of mathematics are important and how they develop over time. This book has its origins in independent but parallel work in Australia and the United States over the last 10 to 15 years. It was prompted by a research seminar at the 2017 PME Conference in Singapore that brought the contributors to this volume together to consider the development and use of evidence-based learning progressions/trajectories in mathematics education, their basis in theory, their focus and scale, and the methods used to identify and validate them. In this volume they elaborate on their work to consider what is meant by learning progressions/trajectories and explore a range of issues associated with their development, implementation, evaluation, and on-going review. Implications for curriculum design and future research in this field are also considered. Contributors are: Michael Askew, Tasos Barkatsas, Michael Belcher, Rosemary Callingham, Doug Clements, Jere Confrey, Lorraine Day, Margaret Hennessey, Marj Horne, Alan Maloney, William McGowan, Greg Oates, Claudia Orellana, Julie Sarama, Rebecca Seah, Meetal Shah, Dianne Siemon, Max Stephens, Ron Tzur, and Jane Watson.

This book supports trainee and beginning teachers to understand what 'mastery' is and how to effectively integrate it into class teaching. It explores how 'mastery' is viewed and supported in other countries and encourages a critical examination of this topical theme. The text includes practical advice and examples of learning activities for primary teaching. It also outlines how to support children who might be weaker in their mathematical abilities and still ensure that all children master mathematics. The text also supports those who are developing whole school mastery approaches and looks at how we can assess 'mastery' as well as how we can be confident that it is supporting good progress. The text considers the range of evidence around the 'maths mastery' approach and supports schools and teachers to develop better understanding of mastery, what it really means and how they can deploy it in the classroom.

Mentoring Teachers in the Primary School helps mentors of trainee and newly qualified primary school teachers to both develop their own mentoring skills and provide the essential guidance their beginning teachers need as they navigate the roller-coaster of the first years in the classroom. Offering tried and tested strategies based on the best research, it covers the knowledge, skills and understanding every mentor needs. Together with tools for self-evaluation, this book is a vital source of support and inspiration for all those involved in developing the next generation of outstanding teachers. Key topics for primary mentors include: the role of the mentor, mentoring relationships, mentoring in specialist areas, mentoring development. Filled with guidance to support mentors’ own development, as well as the development of beginning primary teachers, Mentoring Teachers in the Primary School is a vital guide for mentors of primary school teachers, both trainee and newly qualified, with ready-to-use strategies that support and inspire mentors.

This applied guide to planning and implementing curriculum across the content areas, for children ages 3 to 8, provides students with a depth of background knowledge not usually seen in a text containing practical, highlighted strategies, unit and lesson plans, suggested activities, recipes, and more. Core chapters cover: - Social studies (including diverse people, self and family, physical activity, and nutrition) - Language development - Literacy development - Science (3 separate chapters) - Problem solving and math - Music and movement - Creativity, art, and dramatic activities Key changes to this edition include separate chapters on language development and literacy development, new tables linking learning activities with specific content area standards, streamlined content throughout, and new Web sites.