Aqa Certificate In Further Mathematics

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AQA Certificate in Further Mathematics

Motivates and challenges more able students by providing more complex introductions, worked examples and exercises for all topics. This specification is ideal for students to prepare for A level mathematics. A range of algebraic and geometric topics are covered and it provides an introduction to Matrices and Calculus. Written by experienced teachers, this book: - Offers complete support for students throughout the course as it is an exact match to this new specification - Includes an introduction to each topic followed by worked examples with commentaries - Provides plenty of practice with hundreds of questions
A Level Further Mathematics for AQA Student Book 1 (AS/Year 1)

Author: Paul Fannon
language: en
Publisher: Cambridge University Press
Release Date: 2017-09-28
New 2017 Cambridge A Level Maths and Further Maths resources to help students with learning and revision. Written for the AQA AS/A Level Further Mathematics specifications for first teaching from 2017, this print Student Book covers the compulsory content for AS and the first year of A Level. It balances accessible exposition with a wealth of worked examples, exercises and opportunities to test and consolidate learning, providing a clear and structured pathway for progressing through the course. It is underpinned by a strong pedagogical approach, with an emphasis on skills development and the synoptic nature of the course. Includes answers to aid independent study. This book has entered an AQA approval process.
AQA A Level Further Mathematics Year 1 (AS)

Develop your students' knowledge, skills and understanding so that they can reason and apply mathematical techniques in solving problems; with resources developed specifically for the AQA specification by subject specialists and MEI (Mathematics in Education and Industry). - Ensure targeted development of reasoning and problem-solving skills with practice questions and differentiated exercises that build mathematical techniques. - Help build connections between topics with points of interest and things to notice such as links to real world examples and noticing patterns in the mathematics. - Develop understanding, address misconceptions and progress skills further with a variety of worked examples and solutions, practice questions and activities. - Enhance individual understanding with discussion points designed for the classroom. - Consolidate understanding with end of chapter summaries of the key points.