Stretch and challenge students with this introduction to higher level mathematics. Including plenty of practice activities and worked examples, this book bridges the gap from GCSE to A-level, building students' reasoning and problem-solving skills in preparation for the next step. - Develop understanding of mathematics with discussion points, thought-provoking activities and rigorous exercise questions - Build confidence with notes on how prior knowledge can be applied to tackle new concepts - Develop problem-solving skills with step-by-step worked examples and practice questions - Be aware of potential misunderstandings with common pitfalls noted throughout the text - Check progress using a checklist of key points and learning outcomes at the end of each chapter - Help students to achieve their potential with two practice papers at the end of the book Answers to exercise questions are at the back of the book and online, alongside full worked solutions and mark schemes for the practice papers

The Mathematics Teacher's Guide contains a year plan, the four term plans, possible time schedules for a full week and daily step-by-step teaching plans for 40 weeks for the subject. The teaching plans include the following: the weekly teaching plan, hints and essential information as background knowledge before the lessons are tackled, the rhymes and songs mentioned in the teaching plan, complete step-by-step lessons for each day and guidance on how to complete the prescribed assessment tasks. The CD in the Teacher's Guide contains the year and term plans for the subject, so that the teacher can print it out and keep it at hand, free resources for teacher and learner, free prescribed worksheets, the theme-oriented stories mentioned in the teaching plans, the sheet music for the songs in the teaching plans and the assessment forms and rubrics. The Teacher's Guide is written by experts in the field of the Foundation Phase. All the authors have years of experience and have been involved in series which has been successfully used in schools. The series has been developed under the guidance of Mart Meij whose various educational series, from Grade R to 3, are widely used by schools. The New All-In-One series is nationally recognised and used in many schools. The Teacher's Guides not only provide lessons for the teacher that describe exactly what to do, but also background information so that the teacher knows why certain instructions are included in the lesson. The teaching plans include innovative, multisensory activities that promote active learning and accommodate different learning styles. The guides contain a CD with full colour free resources which can be used over and over by the teacher and the learner. Free worksheets on the CD can be downloaded and printed so that it is not necessary to buy workbooks.

Category Description for Kumon Math Workbooks (1-6):

A math program based on the Kumon method. Basically, the earmarks of this system are:

• Concepts introduced in small, incremental steps, allowing children to master them without confusion
• Single topic books rather than mixed strands. Children concentrate just on addition, for example, before moving to subtraction
• Concepts are taught by discovery method than being spelled out

The series is meant to be self-directed. Students take charge of their own learning on every level. They complete pages, check their work, record their scores, and determine whether to move on or review. The pace almost guarantees success. Children should work a "few" pages a day; assignments should take about 20 minutes to complete. Pages are marked with the skill level required at top and the points each question is valued at (a very young child will need some help totaling points). Very short instruction (or an example) is given on a few pages. For example, there is a short explanation when children begin to subtract a 2-digit number from a 3-digit number where borrowing is needed. However, the child is given every opportunity to intuit this beforehand. By the time he reaches this page, he has already been subtracting double-digit numbers for many pages. Some of these would require borrowing, but, since they are able to subtract, say, 7 from 12, the Kumon method wants the child to see a pattern when increasing to 7 from 22, 7 from 32, etc. This does remind me of the approach used in Miquon as well. Besides these very infrequent helps there are just some small prompts for children to look for patterns in their answers, and words of encouragement. Pages are pleasing to the eye; they are colored, clean, and problems are well-spaced. The Kumon method has been used successfully with children around the world for over 50 years. It does seem like it would help a child to take charge of his own learning and help himself to understanding rather than being spoon-fed each bite. For Kumon math earlier than Grade 1, see the Kumon section in Early Learning.

Created specifically for the demands of the one year course, this book will help you by focusing on successful exam techniques and exam practice with exam-style questions in every chapter. Uses senior examiner feedback to help you tackle problematic topics and questions with confidence, avoiding common pitfalls and misconceptions in your exams.

This workbook, with 100 quiz questions, covers the following topics: Scientific Investigation, Changes In Matter, Electricity In Matter, Organisms, Light Human Body, Life Cycle and Reproduction, Weather, Earth and How It Changes If you are homeschooling (or if you are just trying to get extra practice for your child), then you already know that science workbooks and curriculum can be expensive. HomeSchool Brew is trying to change that We have teamed with teachers and parents to create books for prices parents can afford. We believe education shouldn't be expensive. The problem portion of the book may also be purchased individually in "Fifth Grade Science Experiments."

This maths scheme is written specifically for Scotland to help implement the recommendations from Improving Mathematics Education 5-14. It provides an increasing pace of progression; end of level assessment; oral and mental calculation; integral homework; and support for planning.

Now in a fully updated second edition, Unlocking Mathematics Teaching is a comprehensive guide to teaching mathematics in the primary school. Combining theory and practice, selected experts outline the current context of mathematics education. They suggest strategies, activities and examples to help develop readers understanding and confidence in delivering the curriculum. The book combines an accessible blend of subject knowledge and pedagogy, and its key features include:

• Advice on teaching mathematics to high and low attainers;
• Guidance on teaching mental maths;
• Ideas for incorporating ICT;
• Guidance on assessment in mathematics education;
• Teaching problem solving;
• Numerical and non-numerical examples;
• Updated references, taking into account the Williams Report.

This book will be of interest to all primary education students and practising teachers looking to increase their confidence and effectiveness in delivering the mathematics curriculum.

Matches the Student Book structure and content to make setting homework straightforward. Packed with practice questions, all of which are graded so students can see exactly what level they're working at. Also available as a VLE-compatible digital edition for added flexibility of use.

Why is cross-curricular work so valuable in the mathematics classroom? Why can pupils sometimes draw graphs in mathematics but not in science? What might mathematics teachers learn from the performing arts? Cross-curricular approaches have much to offer the modern mathematics classroom. They can help teachers to present mathematics as a growing, relevant discipline that is central to much of modern life, and help learners to make sense of what they are doing and why. New contexts, new technology and new qualifications all make this an exciting time to be a cross-curricular teacher of mathematics. But cross-curricular approaches are not always straightforward. Skills do not always transfer easily from one subject area to the other, and a number of important decisions have to be made. How should this type of work be planned, or assessed? How might it fit into the wider curriculum? Are all cross-curricular activities equally useful for learners? Does mathematics have something to share with all of the other curriculum areas? This book tackles these issues head on, combining educational theory and contemporary research with practical ideas and suggestions. From the mathematics of molecular geometry, wind turbines and impact craters to mathematical haikus, Babylonian clay tablets and juggling, each chapter is packed with examples for use in the secondary classroom. Key features include: Discussion of key issues and debates Case studies to show you how others have used cross-curricular approaches A wide range of examples and practical activities to help you develop your own practice Example approaches for planning and assessment Part of the Cross-Curricular Teaching and Learning in the Secondary School series, this book is essential reading for all students on Initial Teacher Training courses and practising teachers looking to holistically introduce cross-curricular themes and practices into their mathematics teaching.

This course includes a range of highly targeted practice books for students working toward every grade. Suitable for consolidation, homework and independent study. This workbook offers accessible extra practice for students working towards securing a basic pass at GCSE.

A volume in Research on Technology and the Teaching and Learning of Mathematics: Syntheses, Cases, and Perspectives According to NCTM's Principles and Standards for School Mathematics, ""Technology is essential in teaching and learning of mathematics; it influences the mathematics that is taught and it enhances students' learning."" How does research inform this clarion call for technology in mathematics teaching and learning? In response to the need to craft appropriate roles for technology in school mathematics new technological approaches have been applied to the teaching and learning of mathematics, and these approaches have been examined by researchers world-wide. The second volume has a dual focus: cases and perspectives. It features descriptive cases that provide accounts of the development of technology-intensive curriculum and tools. In these cases the writers describe and analyze various roles that research played in their development work and ways in which research, curriculum development, and tool development can inform each other. These thoughtful descriptions and analyses provide documentation of how this process can and does occur.The remaining chapters in the second volume address research-related issues and perspectives on the use of technology in the teaching and learning of mathematics. The lessons learned from the research presented in these volumes are lessons about teaching and learning that can be applied more broadly than solely in technological settings.

This work matches the 'Student Book' structure and content to make setting homework straightforward. It is packed with practice questions, all of which are graded so students can see exactly what level they're working at.

Secondary mathematics teachers are frequently required to take a large number of mathematics courses - including advanced mathematics courses such as abstract algebra - as part of their initial teacher preparation program and/or their continuing professional development. The content areas of advanced and secondary mathematics are closely connected. Yet, despite this connection many secondary teachers insist that such advanced mathematics is unrelated to their future professional work in the classroom. This edited volume elaborates on some of the connections between abstract algebra and secondary mathematics, including why and in what ways they may be important for secondary teachers. Notably, the volume disseminates research findings about how secondary teachers engage with, and make sense of, abstract algebra ideas, both in general and in relation to their own teaching, as well as offers itself as a place to share practical ideas and resources for secondary mathematics teacher preparation and professional development. Contributors to the book are scholars who have both experience in the mathematical preparation of secondary teachers, especially in relation to abstract algebra, as well as those who have engaged in related educational research. The volume addresses some of the persistent issues in secondary mathematics teacher education in connection to advanced mathematics courses, as well as situates and conceptualizes different ways in which abstract algebra might be influential for teachers of algebra. Connecting Abstract Algebra to Secondary Mathematics, for Secondary Mathematics Teachers is a productive resource for mathematics teacher educators who teach capstone courses or content-focused methods courses, as well as for abstract algebra instructors interested in making connections to secondary mathematics.

Supports teachers' understanding of AO2 and AO3 through clearly labelled AO2/3 questions in the exercises. Packed with graded questions reflect the level of demand required, so students and teachers can see their progression. Includes worked examples throughout the book to break the maths down into easy chunks. Uses feedback to highlight common errors .

This work matches the 'Student Book' structure and content to make setting homework straightforward. It is packed with practice questions, all of which are graded so students can see exactly what level they're working at.

A wealth of assessment practice and materials throughout, including mock papers and end of chapter tests, to help your students fully prepare for the Functional Maths test. This Student Book comes packed with newspaper cuttings, maps, charts and timetables to bring maths into the real world, and includes differentiated questions for clear progression between Level 1 and Level 2.

This title forms part of the Little Library programme, which consists of a Literacy Kit, Numeracy Kit and Life Skills Kit. These were developed to respond to a need for high-quality, indigenous books for the younger members of our communities, and have been successfully used in schools for the last ten years. This title is found in the updated, OBE version of the Little Library Maths Kit, now called the Little Library Numeracy Kit. The Numeracy Kit keeps seven of the best stories, and introduces five new ones - all of them trialled in classrooms around the country. Vusirala the giant tells the story of a greedy giant called Vusirala who is always hungry. The villagers are all afraid of him until a young girl bravely and cleverly saves them. Concepts covered include growth, doubling, compounding of numbers, comparative sizes and opposites.

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.

The Edexcel GCSE Higher Mathematics Student Book for Specification A provides everything you need to achieve exam success. The fully accessible and differentiated Higher Student Book contains on-page levelling for all questions to guide students on how they can achieve their target grade. Includes full support for the new Assessment Objectives and exam-style questions to ensure you have the best chance of success in your exams. Contains support for Functional Maths with clear labelling in the Student Book. ResultsPlus exam performance data has been combined with valuable examiner insight to give students more tips and guidance on how to achieve exam success.