The UK National Curriculum is clear about the importance of reasoning and problem-solving in mathematics. Mastery and Depth in Primary Mathematics aims to support trainee and established teachers to embed mathematical thinking into their lessons. The authors focus on practical and actionable ways that primary teachers can develop their children’s mathematical thinking, reasoning and problem-solving: ideas which are at the heart of the UK National Curriculum. Covering a range of areas in mathematical thinking such as reasoning, problem-solving and pattern-spotting, as well as systematic and investigative thinking, each chapter provides clear examples of how teachers can make small, manageable ‘rich tweaks’ to their existing lessons to increase the opportunities for children to develop their mathematical thinking. Teachers will be able to dip into the book and find inspiration and ideas that they can use immediately and, importantly, develop a set of principles and skills which will enable them to take any mathematical activity and tweak it to develop their pupils’ thinking skills. This practical guide will be invaluable to all trainee teachers and early-career teachers that wish to enhance their primary mathematics teaching.

Mastery in Primary Mathematics contains clear, practical guidance for both teachers and leaders on how to implement a mastery approach in the classroom that transcends any particular context, school type or scheme currently being used. Filled with research-based evidence, case studies and concrete examples of teaching for mastery used successfully, this is the ideal toolkit to implementing a mastery approach across a school, regardless of expertise. Moulding pupils into confident and successful mathematicians is one of the most important jobs of a primary school. It can also be one of the most difficult. Teaching for mastery gives pupils the best possible understanding of mathematics and implementing it involves a two-pronged approach: mastery must be embedded in the classroom, but will only work with the full support of the school's leadership team. Based on educational research and school case studies, Mastery in Primary Mathematics gives practical advice on introducing and sustaining teaching for mastery, with sections for both class teachers and school leaders. In this must-have guide, Tom Garry, NCETM Maths Mastery Specialist Teacher, covers the areas of variation theory, mathematical reasoning and the use of correct mathematical language, and equips leaders with the necessary tools to make the mastery approach work across a school. With a view to planning at three levels – curricular, unit and lesson – in order to fully arm educators with the means to plan effectively, Tom draws on cognitive science as current developments in this field are crucial to understanding how children learn.

This book examines how mathematical mastery, influenced by East Asian teaching approaches, can be developed in UK schools to enhance teaching and to deepen children’s mathematical knowledge. It gives guidance on using physical resources to demonstrate key concepts, extended examples on how to teach different curriculum topics and how to plan for small-step progression. It argues that effective mastery teaching requires careful and knowledgeable support for primary teachers who may not yet be maths specialists. New to this second edition: New chapter on variation theory and practice Updated case studies exploring how mastery teaching has evolved Updated review of current mastery resources available to UK teachers Robert Newell is a lecturer at the UCL Institute of Education, London.

This book helps you understand what ′mastery′ is and how to effectively integrate it into classroom teaching. It explores how ′mastery′ is viewed and supported in other countries and encourages a critical examination of this topical theme. The book 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.

This book includes full coverage of the content of professional studies modules and goes beyond to support trainees on placements and in their learning on the course.

An extensive knowledge of the primary Mathematics curriculum is not enough for you as a trainee teacher, you need to know how to teach Mathematics in the primary classroom. This is the essential teaching theory and practice text for primary Mathematics that takes a focused look at the practical aspects of teaching. It covers the important skills of classroom management, planning, monitoring and assessment and relates these specifically to primary Maths. Practical guidance, features and resources help you translate your learning to the classroom and understand the wider context of teaching: - Online practical lesson ideas for the classroom - The Primary National Curriculum for Mathematics in Key Stages one and two - Tips for planning primary Maths - Useful weblinks for primary Mathematics teaching The ninth edition of this popular book includes a new chapter on ′Mathematics in the primary classroom′ exploring primary mathematics teaching today. It is also updated to include the new ′Ready to progress′ criteria.

How to Teach Mathematics for Mastery is a research-informed guide to the key principles of the mastery approach. It summarises a wide range of research in a readable format, providing practical recommendations and guidance to help Secondary maths teachers and heads of department implement this approach in their schools. Written by a pioneer of the approach in the UK, How to Teach Mathematics for Mastery explores the theory and practice, with plenty of local and international examples, to help teachers in Secondary schools develop a greater understanding of the mastery pedagogy for teaching mathematics.

This powerful text encourages both pre-service and established teachers, as well as teacher educators, to engage with contemporary debates in primary education. Promoting a critical approach, the chapters explore a wide range of key themes including the importance of values in primary education and the imperative for a curriculum which embraces the whole range of available subjects. At the same time, the chapters are underpinned by a belief that children should be at the heart of all the decisions we make and that primary education should inspire a love of learning, for life. The book aims to support practitioners to make informed judgements and feel confident to argue their point of view with deeper theoretical knowledge and understanding, thus increasing teacher agency and confidence in responding to complex educational and social dilemmas such as literacy levels and rising mental health concerns. Chapters encompass both the macro aspects of primary education and more specialised debates on key topics such as reading, mathematics, languages, early years education and the use of technology. With annotated further reading and reflective questions, this key text is essential reading for all those wanting to develop a better understanding of the issues that shape their practice including student teachers at both undergraduate and postgraduate level, practising teachers engaged in continuing professional development and teacher educators.

“This book highlights the essential relationship between lesson planning and key mathematical elements such as mastery and reasoning. The exemplification of ideas through useful classroom strategies gives the book a practical basis, as well as theoretical. I have no doubt that even experienced teachers will find this book enlightening and encourage them to re-evaluate elements of their practice.” Hayley Hands, Secondary PGCE Mathematics Lead, Newcastle University, UK “Developing Maths Lesson Planning and Frameworks provides much food for thought and includes many immediate ‘take aways’ to reflect on or try out. This book will help enhance any maths teacher's lesson planning, from the trainee teacher to the experienced practitioner.” Rose-Marie Rochester, Archimedes NE Maths Hub Lead/BHCET Director of Maths, UK Addressing the maths skills gap, Wang et al. propose a new method for maths lesson planning that harnesses the power of reasoning in mathematics teaching. Using a pedagogical approach called the Causal Connectivity Framework (CCF), this book helps teachers to support students in actively discovering the logical foundations upon which classroom activities are linked together. The authors have diverse expertise and experiences as maths teachers, teacher educators and researchers, and this alternative approach is the result of long-term collaboration aimed at building up successful maths lessons from the very first steps – lesson planning. Developing Maths Lesson Planning and Frameworks: •Offers practical advice within a theoretical framework •Ties in with UK National Curriculum requirements •Contains detailed practical examples and visual aids throughout Reasoning is a critical component of maths learning, making this essential reading for maths teachers and teacher trainees as they help students to achieve maths mastery. Linda Wang is Assistant Professor and PGCE secondary maths Lead at Durham University, UK. She is particularly interested in curriculum design at both secondary and lower primary level mathematics, and developing the educational impact partnership model to deliver Continuing Professional Development (CPD) to future-orientate Mathematics education. Chris Brown is Professor of Education at the University of Southampton, UK. His research interests include using Professional Learning Networks (PLNs) to promote the collaborative learning of teachers, as well as how research evidence can and should, but often doesn’t, aid the development of education policy and practice. Jeremy Dawson is Area Co-ordinator for the Advanced Maths Support Programme at Durham University, UK. He has worked in a variety of diverse school settings around North East England and has extensive experience of teaching mathematics from KS2-KS5, as well as contributing and assisting on gifted and talented programs for prospective university entrants.

How do teachers identify the potential for greater depth writing and encourage children to meet their full potential? This book was created by people who are not only passionate about primary education, but who are also leading experts in their own particular areas. They have made use of their wide experience to offer practical guidance on greater depth writing, while underpinning this with theoretical understanding. We hope that reading this book helps you to reflect on what greater depth writing looks like and how you can encourage children to write at greater depth. You will find many suggestions for teaching lessons that encourage children to write at greater depth underpinned by theory.