Scan, Organise and Revise your notes The new Revise Pearson Edexcel GCSE (9-1) Mathematics Foundation 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 Foundation 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.

Checkpoint Mathematics Stage 7 has been endorsed by Cambridge Assessment International Education. Practise and consolidate knowledge gained from the Student's Book with this write-in workbook full of corresponding learning activities. - Save time when planning with ready-made homework or extension exercises. - Reinforce student's understanding of key mathematical concepts with varied question types, knowledge quizzes and the use of ICT. - Challenge learners with extra practice activities to encourage regular self-assessment.

SHM Activity Books: Provide written records of pupils' work to aid AiFL. Reinforce fluency of number facts and mental calculation strategies through structured development of each topic. Provide topic assessments.

Bright, colourful games Flashcards to help children aged 6-7 practise their addition and subtraction! Inside, you'll find a mixture of number cards and sum cards - each with a charming character or illustration. The cards can be used for lots of different games that children can play by themselves or in groups of up to 6. We've also thrown in a few suggestions to get you started.

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.

Exam Board: Edexcel Level: GCSE Subject: Maths First teaching: September 2015 First exams: June 2017 New Revise Edexcel GCSE (9-1) Mathematics Higher 'Bootcamp' empowers you to help plan your revision more effectively for exam success. Ideal for the run-up to their GCSEs, 'Bootcamp' breaks down subject content into 30 key areas which can each be covered in 20 minutes, helping you effectively review the whole subject in just 10 hours. Designed for classroom and independent study, 'Bootcamp' complements other Revise Pearson Edexcel GCSE (9-1) Mathematics titles, providing: Memorable chunks of short revision points to help you consolidate Maths concepts. Exam-style practice questions with hints and tips. Write-on format: everything in one place. Trackers on every page to help you mark your revision progress.

The Theory of Objectification: A Vygotskian Perspective on Knowing and Becoming in Mathematics Teaching and Learning presents a new educational theory in which learning is considered a cultural-historical collective process. The theory moves away from current conceptions of learning that focus on the construction or acquisition of conceptual contents. Its starting point is that schools do not produce only knowledge; they produce subjectivities too. As a result, learning is conceptualised as a process that is about knowing and becoming. Drawing on the work of Vygotsky and Freire, the theory of objectification offers a perspective to transform classrooms into sites of communal life where students make the experience of an ethics of solidarity, responsibility, plurality, and inclusivity. It posits the goal of education in general, and mathematics education in particular, as a political, societal, historical, and cultural endeavour aimed at the dialectical creation of reflexive and ethical subjects who critically position themselves in historically and culturally constituted mathematical discourses and practices, and who ponder new possibilities of action and thinking. The book is of special interest to educators in general and mathematics educators in particular, as well as to graduate and undergraduate students.

Features: * key points * guided practice *'no-stabilisers' practice *'step into GCSE' stretch questions *'don't forget' - key reminders * exam-style practice questions * self-assessment record * complete practice paper.

Heinemann Active Maths' bright and lively Pupil Books have been designed to further consolidate children's learning through independent practice. They are closely linked to the Teacher Activity Cards and each Heinemann Active Maths outcome. Each Pupil Book contains: 'I can...' statements to encourage self-assessment. 'Rocket' questions to extend and challenge children's learning. Teacher Activity Card references so you know which card the Pupil Book pages link to.