Our revision resources are the smart choice for those revising for Edexcel GCSE (9-1) Mathematics. This book contains two full-length samples of Papers 1, 2 and 3. Prepare for your exam by familiarising yourself with the approach of the papers and the exam-style questions Practice answering questions by writing straight into the book just as you would in an exam Perfect your responses with targeted hints, guidance and support for every question, including fully worked solutions Scan the QR codes in the book to see videos of worked solutions online!

This text provides thorough coverage of algebra and number, carefully graded exercises to give pupils all the practice they need, and clear explanations of mathematical ideas to help understand them.

Underpinned by the most effective teaching practices, and created by a team of mastery experts led by Series Editor Tony Staneff, Power Maths is designed to make the whole-class mastery teaching approach work for you, your children and your school. The Power Maths Teacher Guides provide expert support for your day-to-day teaching, and offer opportunities for reflection and continual professional development. Provides guidance on using the Textbooks and Practice Books, explaining how they support a mastery approach. Support with key strategies such as modelling a growth mindset, assessing mastery, speedy same-day intervention, C-P-A approaches and using key mathematical structures and representations. Focused unit-level support for each mathematical concept within the Power Maths progression, including important structures and representations, key language, common misconceptions and intervention strategies. Specific advice and commentary for each pupil book page - including insight into why tasks and exercises have been selected, and how to strengthen and deepen learning. Templates for teacher reflection, lesson study, and tracking pupil progress.

180 Days of Math is an effective workbook designed to help students improve their math skills. This easy-to-use fourth grade workbook is great for at-home learning or in the classroom. The engaging standards-based activities cover grade-level skills with easy to follow instructions and an answer key to quickly assess student understanding. Each daily practice page includes 10 math problems covering algebraic thinking, fractions, multiplication, division, measurement and data, and geometry. Watch as student s math confidence grows with these quick independent learning activities.Parents appreciate the teacher-approved activity books that keep their child engaged and learning. Great for homeschooling, to reinforce learning at school, or prevent learning loss over summer.Teachers rely on the daily practice workbooks to save them valuable time. The ready to implement activities are perfect for daily morning review or homework. The activities can also be used for intervention skill building to address learning gaps.

Designed for classroom and independent study, our Revise Key Stage 2 Revision Practice Papers provide simple, brilliantly smart support to Year 6 learners practising for the National Curriculum tests. Features include: 3 complete test papers 'Write-in' exam-style format so that children can write their answers directly onto the page as they would in National Tests Loads of practice questions in the style of the new exams

Study & Master Mathematics has been especially developed by an experienced author team for the Curriculum and Assessment Policy Statement (CAPS). This new and easy-to-use course helps learners to master essential content and skills to build their Mathematics knowledge. Study & Master Mathematics Grade 1 has 3 core components: A Learner's Book, Workbook and Teacher's Guide. The comprehensive Learner's Book provides: * graded activities that develop learners' skills and understanding in each of the content areas specified by the CAPS document. * examples and activities based on learners' own experiences.

Note that the Floris Books editions of Jamie York's books have been completely revised for UK and European notation, language and metric systems. They are also suitable for use in South Africa, Australia and New Zealand. Experienced maths teacher and consultant Jamie York believes that a love of learning comes through the teacher, so his books are committed to supporting teachers in developing their classroom skills and to fostering a love of maths in their students. Unlike conventional maths textbooks, his books are not full of fancy graphics and contrived ways to make maths fun. Rather, they: -- focus on the essentials, so teachers aren't overwhelmed by endless lists of required materials -- are genuinely interesting and challenging, sparking students' enthusiasm for learning maths -- are developmentally appropriate to the age of the child, thereby encouraging inner mathemetical awareness and thinking -- favour depth over superficiality, to avoid teaching blind procedures to solve meaningless problems. This student's workbook for Class 8 contains practice questions, with room for working, on all the topics a student needs to cover in Steiner-Waldorf Class 8 (age 14-15). The book includes number bases, Pythagorean theorem, mensuration, percents and growth, and proportions and dimensional analysis. Note that this workbook is also available in a pack of ten with a teacher's answer booklet.

Numerical Reasoning tests are becoming increasingly common in CEM 11+ and common entrance exams. Numerical reasoning questions are typically worded problems requiring comprehension and mathematical manipulation of facts and figures presented. They are designed to measure the ability to interpret, analyse and sometimes draw conclusions from tables and graphs. These problems are often multi-part, requiring several conclusions to be drawn or evaluated from the same initial information, with answers occasionally being contingent on a preceding part answered accurately. Although some mathematical ability is required, the primary element being measured is the ability to reason with the facts. This series of mini-tests is representative of the numerical reasoning section of contemporary multi-discipline 11 plus exams that typically have two papers covering several subjects such as verbal and non-verbal reasoning, comprehensions and numerical reasoning. Numerical reasoning papers usually have a long multi-part worded numerical reasoning problems section and another containing more conventional short, quick-fire maths questions.This publication addresses the former with questions packaged as mini-tests. They are suitable practice for independent schools and new CEM-style 11 plus exams. Extensively road-tested by ElevenPlusExams, these tests are best used as real exam practice to benchmark your child s performance. The on-line service helps identify areas for improvement and, crucially, gauge peer comparison anonymously. They are perfect for use both in the classroom and at home.

"PACTS: The Coalition for Change" offers a case study chronicling the efforts of one urban high school district in Northern California to change its curriculum. It quantifies surveyed responses solicited from parents, administrators, curriculum leaders, teachers, and students in the district. It also assesses their level of agreement on issues relating to mathematics reform.

These agents of change constitute the PACTS Coalition. As a group, they generally agree that mathematics is a tough subject and that it should be fun; however, their level of agreement vacillates when the investigation turns to issues such as ability level grouping, the incorporation of diversity, and the question of inclusion.

In general, members of the alliance believe that the effect of reform efforts has been deleterious to the overall quality of mathematics education at their school site and in the district. Many respondents cite poor communication, ineffectual leadership, and a lack of direction as chief deterrents to effective mathematics reform; additionally, most agree that cohesion, unity, and morale among the mathematics staff in the district have suffered as a result.

Author Bill Collins shows that the varying perspectives of the PACTS Coalition is key to recognizing the complexity of educational issues while revealing the vision needed for lasting education reform.

A volume in Research in Mathematics Education Series Editor Barbara J. Dougherty, University of Mississippi This volume investigates the evolution of the geometry curriculum in the United States over the past 150 years. A primary goal is to increase awareness of the nature of the current geometry curriculum by investigating the historical, mathematical and pedagogical influences that it has sustained since its inception. Given the limited access to first-hand accounts of the enacted geometry curriculum during the past 150 years, the book relies on textbooks to provide a record of the implemented curriculum at any given point in time and on policy documents and journal articles to provide insight into the prevalent issues and arguments of the day. The book is organized in a chronological sequence of ""notable events"" leading to discernable changes in thinking about the geometry curriculum over the past century and a half-roughly the extent of time during which geometry has been taught in American schools. Notable events include important reports or commissions, influential texts, new schools of thought, and developments in learning technologies.These events affected, among other things: content and aims of the geometry curriculum; the nature of mathematical activity as construed by both mathematicians and mathematics educators; and, the resources students are given for engaging in mathematical activity. Before embarking through the notable events, it is necessary to consider the ""big bang"" of geometry, namely the moment in time that shaped the future life of the geometry curriculum. This corresponds to the emergence of Euclidean geometry. Given its influence on the shape of the geometry curriculum, familiarity with the nature of the geometry articulated in Euclid's Elements is essential to understanding the many tensions that surround the school geometry curriculum. Several themes emerge over the course of the monograph, and include: the aims and means of the geometry curriculum, the importance of proof in geometry, the role of visualization and tactile experiences, the fusion between solid and plane geometry, the curricular connections between geometry and algebra, and the use of motion and continuity. The intended audience would include curriculum developers, researchers, teachers, and curriculum supervisors.

A Volume in The Montana Mathematics Enthusiast: Monograph Series in Mathematics Education Series Editor Bharath Sriraman, The University of Montana The name of Zoltan P. Dienes (1916-) stands with those of Jean Piaget and Jerome Bruner as a legendary figure whose theories of learning have left a lasting impression on the field of mathematics education. Dienes' name is synonymous with the Multi-base blocks (also known as Dienes blocks) which he invented for the teaching of place value. He also is the inventor of Algebraic materials and logic blocks, which sowed the seeds of contemporary uses of manipulative materials in mathematics instruction. Dienes' place is unique in the field of mathematics education because of his theories on how mathematical structures can be taught from the early grades onwards using multiple embodiments through manipulatives, games, stories and dance. Dienes' notion of embodied knowledge presaged other cognitive scientists who eventually came to recognize the importance of embodied knowledge and situated cognition - where knowledge and abilities are organized around experience as much as they are organized around abstractions. Dienes was an early pioneer in what was later to be called sociocultural perspectives and democratization of learning. This monograph compiled and edited by Bharath Sriraman honors the seminal contributions of Dienes to mathematics education and includes several recent unpublished articles written by Dienes himself. These articles exemplify his principles of guided discovery learning and reveal the non-trivial mathematical structures that can be made accessible to any student. The monograph also includes a rare interview with Dienes in which he reflects on his life, his work, the role of context, language and technology in mathematics teaching and learning today. The book finds an important place in any mathematics education library and is vital reading for mathematics education researchers, cognitive scientists, prospective teachers, graduate students and teachers of mathematics.

This book examines the mathematical difficulties in typical and atypical populations. It discusses the behavioural, educational and neuropsychological characteristics of people with mathematical difficulties, and educational interventions to prevent, diagnose, treat or ameliorate such difficulties. The book brings together studies from different disciplines, including developmental psychology, neuroscience and education, and includes perspectives from practicing teachers.
The book is divided into three major sections. The first includes chapters about the nature and characteristics of mathematical difficulties in the population as a whole, in relation to both psychology and education. The second deals with mathematical difficulties in children with other problems such as specific language impairment and dyslexia. The third discusses methods of interventions aimed at preventing, treating or ameliorating mathematical difficulties, and will include discussions of assessment and diagnosis.

Algebra in the Middle Grades addresses topics that are formalized in the first half of an Algebra 1 course, focusing on linear equations, their graphs and their applications to problem solving. The book is intended to be used by students in the middle school in preparation for the formal study of Algebra 1. In this, it is a truly Pre-Algebra program. Algebra in the Middle Grades is an approach that brings Algebra to the students. It is written to have the essential elements of Algebra be understood on an inductive level so that when students later address the topic formally, there will be an informal background to create deep understanding. The approach is extremely visual using both algebra tile-type diagrams along with graphs for equations and grids for ratio. In this way, the text gives students 3 aspects of a topic, the Numerical, the Geometric and the Algebraic. The text places the Numerical and Geometric first having understanding in these contexts leading to understanding in an Algebraic, symbolic context.

Pearson Edexcel International GCSE (9-1) Mathematics A prepares students for the new 2016 International GCSE (9-1) Mathematics A specification. Together, Student Books 1 and 2 provide comprehensive coverage of the Higher Tier specification. This book is designed to provide students with the best preparation possible for the examination: Written by highly experienced International GCSE Mathematics teachers and authors David Turner and Ian Potts Integrated exam practice throughout, with differentiated revision exercises, exam practice and learning summary sections Signposted transferable skills Integrated Pearson Progression Scale Reviewed by a language specialist to ensure the book is written in a clear and accessible style for students whose first language may not be English Glossary of key Mathematics terminology, along with full answers included in the back of the book Free eBook included Interactive practice activities and teacher support provided online as part of Pearson's ActiveLearn Digital Service.

Written in a user-friendly, conversational style, the fourth edition of this groundbreaking text helps pre-service and in-service mathematics teachers build the comfort and confidence they need to begin talking to children about fractions and ratios, distilling complex ideas and translating research into usable ideas for the classroom. For two decades, Teaching Fractions and Ratios for Understanding has pushed readers beyond the limits of their current understanding of fractions and rational numbers, challenging them to refine and explain their thinking without falling back on rules and procedures they have relied on throughout their lives. All of the material offered in the book has been used with students, and is presented so that readers can see the brilliance of their insights as well as the issues that challenge their understanding. Each chapter includes children's strategies and samples of student work for teacher analysis, as well as activities for practicing each thinking strategy, designed to be solved without rules or algorithms, using reasoning alone. The fourth edition of this popular text has been updated throughout and includes new examples of student work, updated artwork, and more. As with previous editions, an equally valuable component of this text is the companion book MORE! Teaching Fractions and Ratios for Understanding (2012), a supplement that is not merely an answer key but a resource that provides the scaffolding for the groundbreaking approach to fraction and ratio instruction explored here. MORE! includes in-depth discussions of selected problems in the main text, supplementary activities, Praxis preparation questions, more student work, and templates for key manipulatives.