The Assessment Workbook provides a tangible record of progress and enables you and your pupils to see how well they are doing. Great for Assessment for Learning.

Scan, Organise and Revise your notes The new Revise Pearson Edexcel GCSE (9-1) Mathematics Higher Revision Notebook makes it easy to capture your revision notes and access them on the go. Our Revision Notebooks include tips about making great revision notes and have a 1-to-1 page match with the Pearson Edexcel Mathematics Higher Revision Guide and Workbook to help you organise your notes more efficiently. Each page includes topic summaries, key information and space to make your own notes. Not only that, but you can use the free SCRIBZEE app to: Scan and organise your own notes Access them from any connected devices with 5GB free storage space Share your notes as PDF or JPG files Track your revision with the handy progress checker.

Teacher education seeks to transform prospective and/or practicing teachers from neophyte possibly uncritical perspectives on teaching and learning to more knowledgeable, adaptable, analytic, insightful, observant, resourceful, reflective and confident professionals ready to address whatever challenges teaching secondary mathematics presents.

This transformation occurs optimally through constructive engagement in tasks that foster knowledge for teaching secondary mathematics. Ideally such tasks provide a bridge between theory and practice, and challenge, surprise, disturb, confront, extend, or provoke examination of alternatives, drawn from the context of teaching. We define tasks as the problems or activities that, having been developed, evaluated and refined over time, are posed to teacher education participants. Such participants are expected to engage in these tasks collaboratively, energetically, and intellectually with an open mind and an orientation to future practice. The tasks might be similar to those used by classroom teachers (e.g., the analysis of a graphing problem) or idiosyncratic to teacher education (e.g., critique of videotaped practice).

This edited volume includes chapters based around unifying themes of tasks used in secondary mathematics teacher education. These themes reflect goals for mathematics teacher education, and are closely related to various aspects of knowledge required for teaching secondary mathematics. They are not based on the conventional content topics of teacher education (e.g., decimals, grouping practices), but on broad goals such as adaptability, identifying similarities, productive disposition, overcoming barriers, micro simulations, choosing tools, and study of practice. This approach is innovative and appeals both to prominent authors and to our target audiences.

For bite-sized International GCSE Edexcel Maths practice, look no further than CGP's superb 10-Minute Tests book. It's bursting with 34 quick-fire tests split into topics for focussed revision, with mixed practice tests at the end. Each test starts with straightforward multiple choice and ends with longer, problem-solving questions. The book covers all higher tier spec points for specification A. Answers and mark schemes are included for easy marking and progress tracking. For complete study notes don't miss CGP's International GCSE Edexcel Maths Revision Guide (9781782946694).

This all-in-one Study & Question book is a brilliant way for Year Two pupils (ages 6-7) to get to grips with Key Stage One Maths. For every topic, there's a page of clear, colourful notes that summarises all the important skills. This is followed by a page of practice questions to test children on what they've just learned. The book also contains two objective tests - one to assess children's skills at the start of Year Two, and one to measure their progress at the end of the year. All the answers are included in a cut-out-and-keep section in the middle of the book, and there's an explanation of all the key maths terms at the back.

NHM Year 1 Activity Books: * Have built-in assessment. * Provide a structured development of each separate topic. * Use language at an appropriate reading level. * Place maths in a variety of contexts. * Lead more able children through a range of problem-solving activities.

This CGP Key Stage One Maths Workout Book is packed with enjoyable practice exercises for Year 2 pupils (ages 6-7) - including a section of 'Time Yourself' tests. Presented in a fun and friendly style, it's a great way to help make sure children have really got to grips with working out maths problems in their heads. Answers are included in a removable section, so it's simple to find out how well they're progressing.

The only textbook that completely covers the OxfordAQA International GCSE Mathematics Core Level specification (9260), for first teaching in September 2016. Written by experienced authors, the clear, international approach ensures strong mathematical understanding and provides exam-focused practice to build assessment confidence. This textbook helps students to develop the key mathematical, reasoning and problem solving skills needed for the Oxford AQA International GCSE Mathematics Core Level exam, with extensive opportunities for practice and model answers. The online textbook can be accessed on a wide range of devices and the licence is valid until 31st December 2026, for use by one student or teacher. Your first login will be sent to you in the mail on a printed access card.

The Heinemann Mathematics scheme has been developed by the authors of the primary course SPMG, with the aim of building on established strengths to provide a structured development of children's mathematical knowledge and skills within the revised curricula.

This book is written by a diverse group of educators who spent the better part of one year learning about and implementing antiracist pedagogy. We hope our work is inspiring to other educators who want to learn more about antiracist pedagogy; more than that, we hope it provides a tool to engage with and speak back against repressive policies that seek to push out antiracist pedagogies. We worry that antiracist pedagogy has become a buzzword in scholarship and public discourse - simultaneously feared, silenced, hated, misunderstood, misused, and appropriated. We believe antiracist pedagogy has a place in democratic education. Therefore, we consider this book to be a clarifying project. In it, we provide precise definitions and concrete examples to demonstrate how antiracist pedagogy is a way of teaching and learning that engages past failures of American democracy in order to inspire students to take action toward fulfilling the promise of American democracy.

This book conceptualizes the nature of mathematical modeling in the early grades from both teaching and learning perspectives. Mathematical modeling provides a unique opportunity to engage elementary students in the creative process of mathematizing their world. A diverse community of internationally known researchers and practitioners share studies that advance the field with respect to the following themes: The Nature of Mathematical Modeling in the Early Grades Content Knowledge and Pedagogy for Mathematical Modeling Student Experiences as Modelers Teacher Education and Professional Development in Modeling Experts in the field provide commentaries that extend and connect ideas presented across chapters. This book is an invaluable resource in illustrating what all young children can achieve with mathematical modeling and how we can support teachers and families in this important work.

If our goal is to broaden and deepen students' awareness and understanding of mathematics, we advance the idea that engaging students with what we metaphorically call the personality of math. That is, we think that students who engage with the math's (1) human champions, (2) with its history and philosophy, and (3) with the nature of its problems and inferential challenges, are more likely to have a positive attitude toward math that will encourage greater learning.

Die rol van 'n onderwyser is fundamenteel tot die verwerwing van die nodige wiskundige vaardighede en kennis wat deel uitmaak van die kind se vroee en verdere ontwikkeling. Vanaf die jaar voor toetrede tot formele skoolopleiding (Graad R) tot die einde van die Grondslagfase (Graad 3), dra onderwysers by tot die belangrikste leersiklus en le hulle leerders se grondslag vir die res van hul skoolloopbaan. Wiskunde-onderrig in die Grondslagfase bied kritieke insig tot die basiese beginsels wat internasionaal sowel as nasionaal toegepas word, met 'n indiepte-bespreking van die onderliggende konsepte en teoriee aangaande wiskunde-onderrig aan jong leerders. Die konsepte afrikanisering van die kurrikulum en etnowiskunde word ook bespreek. Die temas wat in die boek aangespreek word, is gebaseer op die KABV-dokumente wat deur die Departement van Basiese Onderwys in 2012 uitgereik is en omsluit die fisiese, sosiale en konseptuele kennis wat leerders moet verwerf en op voortbou om sodoende hul wiskundige vaardighede vir die toekoms te ontwikkel. Wiskunde-onderrig in die Grondslagfase is 'n onontbeerlike handleiding vir beginneronderwysers en studente vir die inrig van hul klaskamers, die beplanning van lesse vir die suksesvolle verkryging van wiskunde kennis en vaardighede, asook om wiskunde met selfvertroue te onderrig. Hierdie boek sal ook aan ouers toon wat van hulle kinders in die wiskunde klas verwag word.

This book develops a framework for discussing primary school teachers making changes to their understandings and practices. The framework has been developed to allow the complexity of external and internal aspects of change processes to be explored in a holistic way.

External factors influencing teachers include increased specification of the curriculum, changing demands for styles of pedagogy and a rhetoric of Lifelong Learning. Such factors have to be looked at in relation to individual teacher's internal responses to mathematics. For many primary school teachers mathematics is a subject that causes concern; its place within their personal biographies may be uncomfortable and replete with memories of confusion, pain and limited success. Professional understandings of mathematics build upon the understandings from personal histories. Discussing teacher change within the interplay of the external and internal is inherently difficult. Responses to this difficulty have tended to take the form of simplifying the task and dealing with the external separately from the internal.

This book will be of interest to a wide range of people working in the field of primary mathematics education, including policy makers, Initial Teacher Education lecturers, Master's students and researchers, practising primary school teachers and those engaged in the management of mathematics in primary schools. While the context of the book is specific to a period of time when a National Numeracy Strategy was being introduced into schools in England, the themes that the chapters tackle are broader and consider issues of interest to anyone concerned with the development of mathematics teaching.

This book documents ongoing research and theorizing in the sub-field of mathematics education devoted to the teaching and learning of mathematical modelling and applications. Mathematical modelling provides a way of conceiving and resolving problems in people's everyday lives as well as sophisticated new problems for society at large. Mathematical tradition in China that emphasizes algorithm and computation has now seen a renaissance in mathematical modelling and applications where China has made significant progress with its economy, science and technology. In recent decades, teaching and learning of mathematical modelling as well as contests in mathematical modelling have been flourishing at different levels of education in China. Today, teachers and researchers in China become keener to learn from their colleagues from Western countries and other parts of the world in research and teaching of mathematical modelling and applications. The book provides a dialogue and communication between colleagues from across the globe with new impetus and resources for mathematical modelling education and its research in both West and East with new ideas on modelling teaching and practices, inside and outside classrooms. All authors of this book are members of the International Community of Teachers of Mathematical Modelling and Applications (ICTMA), the peak research body into researching the teaching, assessing and learning of mathematical modelling at all levels of education from the early years to tertiary education as well as in the workplace. The book is of interest to researchers, mathematics educators, teacher educators, education administrators, policy writers, curriculum developers, professional developers, in-service teachers and pre-service teachers including those interested in mathematical literacy.

Although proving is core to mathematics as a sense-making activity, it currently has a marginal place in elementary classrooms internationally. Blending research with practical perspectives, this book addresses what it would take to elevate the place of proving at elementary school. The book uses classroom episodes from two countries to examine different kinds of proving tasks and the proving activity they can generate in the elementary classroom. It examines further the role of teachers in mediating the relationship between proving tasks and proving activity, including major mathematical and pedagogical issues that arise for teachers as they implement each kind of proving task. In addition to its contribution to research knowledge, the book has important implications for teaching, curricular resources, and teacher education.

This well-established two-book course is designed for class teaching and private study leading to GCSE examinations in mathematics and further Mathematics at A Level.

This invaluable professional resource instructs teachers on how to successfully implement Guided Math Workstations into K-2 classrooms. With detailed instructions that are easily adopted into today's classrooms, this book contains everything teachers need to set up, plan, and manage workstations. Guided Math Workstations allow teachers to address their students' varied learning needs within a carefully planned numeracy-rich environment where students are challenged to not just do math, but to become mathematicians. Teachers will be able to successfully target the specific needs of learners with small-group lessons as students work independently on math workstation tasks. Each workstation task includes: an overview of the lesson, materials, objective, procedure, and differentiation tactics; a Student Task card with directions and a materials list for the task to help with implementation and organization; a Talking Points card with math vocabulary words and sentence stems to encourage mathematical discourse; and additional resources for each task.