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picture1_Gcse Mathematics For Edexcel Teachers Resource Free Online


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Gcse Mathematics For Edexcel Teachers Resource Free Online

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Main intro back cover copy text here Rum-Brighter Thinking
quo esequos doloreictus et mo volores 
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diatia necusam ditia aut perrovitam aut 
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additional back cover copy text here Rum-
quo esequos doloreictus et mo volores 
am, conse la suntum et voloribus.
Cerrore voloreriate pa prae es vendipitia 
diatia necusam ditia aut perrovitam aut 
eum et im ius dolut exceris et pro maxi-
mintum num quatur aut et landese qua-
tem. Sedit et am, eum quiassus ius con 
none eris ne nobis expliquis dolori ne cus, 
occaest, nam que exped quuntiatur atur 
reprori odi volores tiunto doluptaquis
   MATHEMATICS 
   GCSE for Edexcel
   eacher’s Resource
   Jess Laffoley, Nathan Barker, Charmayne Bailey, Cecilia Freer, James Freeman,  
   Kathryn Bigg, Susanne Mallett 
     GCSE Mathematics for Edexcel
     University Printing House, Cambridge CB2 8BS, United Kingdom
     Cambridge University Press is part of the University of Cambridge. 
     It furthers the University’s mission by disseminating knowledge in the pursuit of  
     education, learning and research at the highest international levels of excellence.
     www.cambridge.org 
      
     Information on this title:   
     www.cambridge.org/ukschools/9781107468146
     © Cambridge University Press 2015
     This publication is in copyright. Subject to statutory exception  
     and to the provisions of relevant collective licensing agreements,  
     no reproduction of any part may take place without the written  
     permission of Cambridge University Press.
     First published 2015 
     A catalogue record for this publication is available from the British Library
     ISBN  978-1-107-46814-6  
     Additional resources for this publication at www.cambridge.org/ukschools
     Cover image © 2013 Fabian Oefner www.fabianoefner.com
     Cambridge University Press has no responsibility for the persistence or accuracy  
     of URLs for external or third-party internet websites referred to in this publication,  
     and does not guarantee that any content on such websites is, or will remain,  
     accurate or appropriate. 
     notice to teachers 
     The photocopy masters in this publication may be photocopied or distributed  
     [electronically] free of charge for classroom use only. Worksheets and copies of   
     them  remain in the copyright of Cambridge University Press.
     The publishers would like to thank David Bowles and Rachael Horsman for  
     their contribution to this Teacher’s Resource.
     Microsoft is a registered trademark or trademark of Microsoft Corporation in the United States and/or other countries
     ii                                            © Cambridge University Press, 2015
                                                                                                                    Contents
        Contents
          Introduction                                                    v
          Changes to GCSE Mathematics                                     1
           1F / 1H      Calculations                                      9
           2F / 2H      Shapes and solids                                  16
           3F / 3H      2D representations of 3D shapes                    24
           4F / 4H      Properties of whole numbers                        29
           5F / 5H      Introduction to algebra                            34
           6F / 6H      Fractions                                          42
           7F / 7H      Decimals                                           48
           8F / 8H      Powers and roots                                   53
           9F / 9H      Rounding, estimation and accuracy                  59
          10F / 10H     Mensuration                                        66
          11F / 11H     Perimeter                                          73
          12F / 12H     Area                                               79
          13F / 13H     Further algebra                                    87
          14F / 15H     Equations                                          97
          14H           Surds                                            106
          15F / 16H     Functions and sequences                          113
          16F / 17H     Formulae                                         120
          17F / 18H     Volume and surface area                          126
          18F / 19H     Percentages                                      133
          19F /20H      Ratio                                            138
          20F / 21H     Probability basics                               145
          21F / 22H     Construction and loci                            154
          22F / 23H     Vectors                                          160
          23F / 24H     Straight-line graphs                             167
          24F / 25H     Graphs of functions and equations                175
          25F / 26H     Angles                                           186
          26F / 28H     Probability – combined events                    193
          27F / 29H     Standard Form                                    200
          27H           Circles                                          206
          28F / 30H     Similarity                                       212
          29F / 31H     Congruence                                       220
        iii                                                                              © Cambridge University Press, 2015
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