# Complete Mathematics for Cambridge IGCSE.pdf - Complete...

• 33

Course Hero uses AI to attempt to automatically extract content from documents to surface to you and others so you can study better, e.g., in search results, to enrich docs, and more. This preview shows page 1 - 5 out of 33 pages.

CompleteMathematicsforCambridge IGCSE®Fifth EditionExtendedOxford excellence for Cambridge IGCSE®David RaynerIan BettisonMathew Taylor
We ensureeveryCambridge learner can...AspireWe help every student reach their full potentialwith complete syllabus support from experiencedteachers, subject experts and examiners.SucceedWe bring our esteemed academic standardsto your classroom and pack our resourceswith effective exam preparation. You can trustOxford resources to secure the best results.ProgressWe embed critical thinking skills into ourresources, encouraging students to thinkindependently from an early age and buildingfoundations for future success.Find out more
iiiSyllabus matching gridv–ixIntroductionx1Number1–541.1Arithmetic21.2Number facts and sequences71.3Approximations andestimation141.4Standard form191.5Ratio and proportion211.6Percentages281.7Speed, distance and time361.8Mixed problems401.9Calculator42Revision exercise 1A47Examination-style exercise 1B492Algebra 155–1022.1Negative numbers562.2Directed numbers572.3Formulae592.4Brackets and simplifying642.5Linear equations672.6Problems solves by linearequations722.7Simultaneous equations772.8Problems solved by simultaneousequations812.9Factorising842.10 Quadratic equations872.11 Problems solved by quadraticequations932.12 Non-linear simultaneousequations96Revision exercise 2A98Examination-style exercise 2B1003Mensuration103–1353.1Area1043.2The circle1083.3Arc length and sector area1123.4Chord of a circle1153.5Volume1183.6Surface area125Revision exercise 3A128Examination-style exercise 3B1314Geometry136–1724.1Fundamental results1374.2Pythagoras’ theorem1414.3Symmetry1444.4Similarity1474.5Congruence1564.6Circle theorems1584.7Constructions1664.8Nets167Revision exercise 4A168Examination-style exercise 4B1705Algebra 2173–2075.1Algebraic fractions1735.2Changing the subjectof a formula1765.3Variation1835.4Indices1895.5Inequalities1935.6Linear programming198Revision exercise 5A203Examination-style exercise 5B2046Trigonometry208–2376.1Right-angled triangles2086.2Scale drawing2196.3Three-dimensional problems2206.4Sine, cosine and tangentfor any angle2226.5The sine rule2256.6The cosine rule227Revision exercise 6A231Examination-style exercise 6B2337Graphs238–2797.1Drawing accurate graphs2397.2Gradients2417.3The formy=mx+c243Contents
iv7.4Plotting curves2467.5Interpreting graphs2547.6Graphical solution of equations2557.7Distance–time graphs2607.8Speed–time graphs2627.9Differentiation266Revision exercise 7A272Examination-style exercise 7B2748Sets, Vectors, FunctionsandTransformations280–3308.1Sets2808.2Logical problems2868.3Vectors2898.4Column vectors2958.5Vector geometry3018.6Functions3058.7Simple transformations3108.8Combined transformations320Revision exercise 8A324Examination-style exercise 8B3269Statistics331–3659.1Data display3329.2Mean, median and mode3449.3Scatter graphs3499.4Box-and-whisker plots3549.5Cumulative frequency3569.6Comparing data sets360Revision exercise 9A362Examination-style exercise 9B36310Probability

Upload your study docs or become a

Course Hero member to access this document

Upload your study docs or become a

Course Hero member to access this document

End of preview. Want to read all 33 pages?

Upload your study docs or become a

Course Hero member to access this document

Term
Summer
Professor
N/A
Tags
Decimal, Orders of magnitude, Prime number, Rational number