Edexcel A Level Further Mathematics Mechanics

Paperback

Main Details

Title Edexcel A Level Further Mathematics Mechanics
Authors and Contributors      By (author) Jean-Paul Muscat
Contributions by Jan Dangerfield
Physical Properties
Format:Paperback
Pages:416
Dimensions(mm): Height 276,Width 214
Category/GenreMathematics
ISBN/Barcode 9781510414525
ClassificationsDewey:510
Audience
A / AS level

Publishing Details

Publisher Hodder Education
Imprint Hodder Education
Publication Date 27 October 2017
Publication Country United Kingdom

Description

Student eTextbooks are downloadable versions of the printed textbook, purchased on a copy-by-copy basis and allocated to students through Dynamic Learning. Our Student eTextbooks link seamlessly with MEI Integral Further Mathematics online resources, allowing you to move with ease between corresponding topics in the eTextbooks and Integral. Integral has been developed by MEI and supports teachers and students with high quality teaching and learning activities, including dynamic resources and self-marking tests and assessments that cover the new specifications. To have full access to the eTextbooks and Integral resources you must be subscribed to both Dynamic Learning and Integral. To subscribe to Integral, visit www.integralmaths.org. For more information on our eTextbooks and Integral please see the Quick Links box. Provide full support for the Further Mechanics options with worked examples, stimulating activities and assessment support developed by subject experts and in conjunction with MEI (Mathematics in Education and Industry). The content benefits from the expertise of subject specialist Keith Pledger and the support of MEI (Mathematics in Education and Industry). - Ensure targeted development of reasoning and problem-solving skills with plenty of practice questions and structured exercises that improve mathematical skills and techniques. - Build connections between topics, using real-world contexts to help develop modelling skills, thus providing a fuller and more coherent understanding of mathematical concepts. - Overcome misconceptions and develop insight into problem solving with annotated worked examples. - Measure progress with graduated exercises that support you at every stage of your learning.