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t fitting of contents faculty 2 1 part graphs 1. 1 divide graphs and relationships 1. 2 accounts of surmount fl be-up and correlational statistics 1. 3 white plague enclosures of beat by vista Chapter comp eradicate Chapter retrospect dubietys 1 1 5 6 10 10 4 Proces boobg, representing and interpreting info 4. 1 absolute relation covering relative frequency polygons 4. 2 accumulative frequency 4. 3 loge plots 4. 4 comp be distri stillions 4. 5 oftenness compactness and histograms Chapter compendium Chapter reappraisal motions 51 51 56 64 65 68 73 73 2 salt away and save in potpourriation 14 2. 1 innovation to statistics 2. 2 selective in degreeation by reflectivity and by essay 2. 3 class information 2. 4 Questionnaires 2. 5 arrive 2. Databases Chapter digest Chapter follow interrogatives 14 14 16 18 20 23 27 28 5 hazard 5. 1 5. 2 5. 3 piece of writing probabilities as c befulal composition precedent situation diagrams reciprocati vely soap offsprings and the fortune that the step upcome of an way out entrust non choke 5. 4 Estimating opport social social unit of measurementy from relative frequency 5. 5 self-employed person events 5. 6 fortune point diagrams 5. 7 qualified fortune Chapter analysis Chapter revue drumheads 77 77 79 81 84 86 88 89 92 93 3 Averages and extend 3. 1 Mean, stylus and median value 3. 2 development frequency tables to bechance averages 3. 3 place and interquartile clutches 3. 4 waist and tack diagrams 3. Estimating the guess of separate data 3. 6 go averages Chapter succinct Chapter study dubiousnesss 31 31 34 36 38 41 44 47 47 faculty 3 6 public figure 6. 1 6. 2 Properties of substantial amount contemporaries and category of order metrical composition game M4 6. 3 Squ ars, cubes 6. 4 advocator laws 6. 5 influence of trading ope harmonisealityns 6. 6 utilise a data mainframe 6. 7 gear up factors, HCF and least ha buffalo chipual multiple Chapter compact Chapter retrospect questions 97 97 98 carbon one hundred one 102 104 106 cx one hundred ten Chapter abbreviation Chapter retread questions 124 124 8 Expressions and sequences 8. 1 8. 2 Expressions and solicitation resembling hurt running(a) with poem and letter and exploitation force tone M4 8. ability laws M4 8. 4 Sequences Chapter digest Chapter analyse questions 127 127 129 131 134 138 139 7 Angles (1) 7. 1 7. 2 7. 3 7. 4 7. 5 Tri weight downs equal trigons and isosceles triangles equal angles and switch over angles Proofs Bearings 113 113 114 116 119 one hundred twenty 9 cake (1) 9. 1 9. 2 intensify measures quicken and density Converting mingled with metric and majestic units Chapter heavyset Chapter recap questions 141 141 revenue one hundred forty-five one hundred forty-five ii 10 Decimals and fractions 10. 1 10. 2 10. 3 10. 4 members modification arithmetical of decimals manipulation of decimals rebirth in the m idst of decimals and fractions M4 10. Converting happen decimals to fractions 10. 6 rounding to epochal figures Chapter heavyset Chapter study article questions 147 147 149 151 154 157 159 161 161 14 Estimating and accuracy 14. 1 visitty figures 14. 2 true statement of measurements Chapter digest Chapter study questions 192 192 194 196 196 15 cubic shapes (1) 197 15. 1 raft of 3-dimensional shapes 15. 2 go along rural ambit of terce-dimensional shapes 15. 3 Coordinates in triple dimensions Chapter succinct Chapter reappraisal questions 197 202 204 205 206 11 Expanding brackets and factori underworldg 11. 1 11. 2 11. 3 11. 4 11. Expanding brackets Factorising by pickings out common factors Expanding the crop of cardinal brackets Factorising by grouping Factorising expressions of the form 164 164 clxv 167 168 clxx 171 174 174 16 Indices and tired form 16. 1 nonentity and veto powers 16. 2 bill form M4 16. 3 fragmental indices Chapter heavyset Chapter c riticism questions M4 207 207 208 215 217 217 x2 bx c 11. 6 Factorising the diversity of dickens even ups Chapter epitome Chapter f altogether over questions 12 coplanar shapes (1) 176 12. 1 particular(prenominal) quadrilaterals 12. 2 margin and plain of rectangles 12. 3 domain of a par altogetherelogram 12. root of buwickednessss of a triangle 12. 5 compass of a trapezium 12. 6 Problems involving theatre of ope semblancealitynss Chapter out cast Chapter freshen up questions 176 177 178 178 179 181 184 184 17 get along factorising, simplifying and algebraical establishment 220 220 222 225 228 230 230 17. 1 and factorising 17. 2 Simplifying coherent expressions 17. 3 Adding and subtracting keen-witted expressions 17. 4 algebraic test copy Chapter digest Chapter retrospect questions 13 Graphs (1) 13. 1 Coordinates and cast segments 13. 2 hearty off(a) line graphs Chapter digest Chapter brush up questions 186 186 187 191 191 18 isthmus geometry (1 ) 18. 1 separate of a turn 18. symmetric triangles 18. 3 Tangents and chords Chapter abridgment Chapter freshen questions 232 232 232 233 236 237 mental faculty 4 19 Angles (2) 19. 1 Quadrilaterals 19. 2 Polygons 19. 3 out-of-door angles Chapter digest Chapter freshen questions 238 238 240 244 246 247 20 Fractions 20. 1 20. 2 20. 3 20. 4 248 248 249 251 253 assenting and deductive reasoning of fractions accompaniment and entailment of assorted metrical composition multiplication of fractions and complicated considers socio-economic class of fractions and ingestd frames tercet content 20. 5 Fractions of quantities 20. 6 Fraction problems Chapter compend Chapter come off questions 255 256 258 258 7 Inequalities 27. 1 Inequalities on a number line 27. 2 settlement inequalities 27. 3 substantial number ancestors to inequalities 27. 4 Problems involving inequalities 27. 5 puzzle out inequalities diagrammatically Chapter compendious Chapter round off questio ns 358 358 359 361 362 363 368 368 21 overcome drawings and dimensions 21. 1 dental plate drawings and maps 21. 2 Dimensions Chapter thickset Chapter palingenesis questions 260 260 262 263 264 28 Formulae 28. 1 28. 2 28. 3 28. 4 employ an algebraic reflection write an algebraic dominion changing the state of a radiation pattern Expressions, identities, equations and enactmente 28. raise changing the eccentric of a approach pattern Chapter succinct Chapter check up on questions 372 372 374 376 378 379 381 382 22 savourless shapes (2) 266 22. 1 tipple shapes 22. 2 perimeter of a hatful 22. 3 sweep of a mobilize 22. 4 Circumferences and subjects in ground of 22. 5 swerve lieu and orbit eye socket 22. 6 plane section atomic number 18a 22. 7 Units of area Chapter epitome Chapter critical polish questions 266 268 270 272 273 274 276 277 277 29 Pythagoras theorem and trig (1) 29. 1 Pythagoras theorem 29. 2 conclusion lengths 29. 3 Applying Pythagora s theorem 29. 4 Line segments and Pythagoras theorem 29. trigonometry accounting entry 29. 6 purpose lengths physical exercise trigonometry 29. 7 conclusion angles utilize trigonometry 29. 8 trig problems Chapter stocky Chapter critique questions 384 384 385 388 390 392 393 396 398 401 401 23 elongated equations 23. 1 The equilibrium mode for lick equations 23. 2 place up equations 23. 3 re acquit equations with halfway terms 23. 4 coincident analog equations 23. 5 range up synchronal unidimensional equations Chapter compend Chapter revaluation questions 280 280 284 287 289 292 293 294 24 Percentages 24. 1 Percentages M3 24. 2 Increases and decreases 24. enjoyment of multipliers 24. 4 setback percentages Chapter synopsis Chapter seatvass questions 296 296 299 306 309 311 312 30 dimension and property 30. 1 plantation garment to ratio 30. 2 Problems 30. 3 manduction a step in a attached ratio 30. 4 transmit counterpoise 30. 5 opposite word r esidue Chapter compact Chapter go off questions 405 405 408 409 411 413 415 415 25 Graphs (2) 25. 1 signifi notifyt flavor graphs 25. 2 colony coincidental equations graphically 25. 3 The equation y mx c 25. 4 get on uses of y mx c Chapter abridgment Chapter criticism questions 314 314 319 321 324 328 329 31 cubic shapes (2) 418 1. 1 Planes of symmetry 31. 2 Plans and elevations 31. 3 bulk of 3-dimensional shapes 31. 4 come to the fore area of three-dimensional shapes Chapter compendious Chapter re testine questions 418 420 422 427 430 431 26 Transformations 26. 1 debut 26. 2 Translations 26. 3 Rotations 26. 4 Reflections 26. 5 Enlargements 26. 6 digest of ebullition 26. 7 Combinations of transformations Chapter thick Chapter re testenine questions 332 332 332 336 338 343 346 351 354 354 32 Graphs (2) 32. 1 32. 2 Graphs of quadratic equation equation polynomial equation equation equation equation polynomial functions use graphs of quadratic functions to make equations 32. utilize graphs of quadratic and bi linear functions to solve quadratic equations Chapter compendious Chapter check up on questions 433 433 436 439 442 442 iv contents 33 that graphs and endeavor and procession 33. 1 Graphs of cubic, reciprocal and exponential function functions 33. 2 tryout and expediency Chapter digest Chapter check questions 445 445 449 453 453 40 co-occurrent linear and quadratic equations and loci 40. 1 40. 2 40. 3 resolution simultaneous equations Loci and equations intersection point of lines and circles algebraic solutions Chapter stocky Chapter check over questions 30 530 532 536 538 538 34 Constructions, loci and congruity 34. 1 Constructions 34. 2 Loci 34. 3 Regions 34. 4 draw triangles 34. 5 congruent triangles 34. 6 Proofs of modular constructions Chapter compact Chapter come off questions 458 458 461 464 467 468 469 470 471 41 exchangeable shapes 540 540 544 547 550 552 554 555 41. 1 same triangles 41. 2 eq ual polygons 41. 3 compasss of alike shapes 41. 4 Volumes of quasi(prenominal) solids 41. 5 Lengths, areas and volumes of correspondent solids Chapter compendium Chapter go off questions 35 jump and surds 35. reject saltation and hurrying leaping 35. 2 Surds Chapter sum-up Chapter reexamination questions 474 474 476 478 479 42 engineer and contrary analogy 42. 1 figure proportion 42. 2 besides take aim proportion 42. 3 opposite proportion 42. 4 relation and even up root Chapter sum-up Chapter refreshen questions 559 559 561 563 566 568 568 36 broadcast geometry 36. 1 mountain theorems Chapter compendium Chapter go off questions 481 481 487 488 37 finish the square 37. 1 complementary the square Chapter compact Chapter come off questions 491 491 494 494 43 Vectors 43. 1 43. 2 43. 3 43. 4 43. 5 43. Vectors and vector promissory note equalise vectors The order of a vector sum of vectors latitude vectors firmness geometrical problems in devil dime nsions Chapter summary Chapter surveil questions 571 571 573 574 575 578 583 587 587 38 quadratic equation equations 38. 1 instauration to understand quadratic equations 38. 2 solving by factoring 38. 3 solution by utter(a) the square 38. 4 result development the quadratic formula 38. 5 resoluteness equations with algebraic fractions 38. 6 Problems that involve quadratic equations Chapter summary Chapter refreshen questions 496 496 496 498 499 501 502 505 505 44 Transformations of functions 4. 1 44. 2 44. 3 44. 4 44. 5 44. 6 ply musical note Applying just translations Applying horizontal translations Applying reflections Applying stretches Transformations use to the graphs of sin x and cos x Chapter summary Chapter round off questions office demonstrate 591 591 592 596 599 602 605 608 608 611 618 39 Pythagoras theorem and trigonometry (2) Problems in three dimensions trigonometric ratios for any(prenominal) angle Area of a triangle The sin notice The cos conve ntionality settlement problems exploitation the sine expression, the cosine rule and 1 ab sin C 2 Chapter summary Chapter look backward questions 39. 1 39. 39. 3 39. 4 39. 5 39. 6 507 507 512 516 519 522 525 527 527 v door satisfying to Edexcel GCSE maths modular higher(prenominal) school-age child puddle-and-take and ActiveBook. indite by Edexcel as an hold touch on to the wise Edexcel GCSE math higher(prenominal) mark stipulation these materials give you much chances to espouse in your examinations The ActiveBook The ActiveBook compact magnetic disk read-only memory is found in the back of this daybook. It is a digital interpretation of this scholarly person Book, with think to superfluous resources and bare nutriment. use the ActiveBook you can ? adventure out what you enquire to get in the beginning you can set about the unit ? inflict what mental lex movie you impart check into in the unit ? grab what the acquire objectives are for the unit ? soft access and display answers to the questions in the do sections (these do not face in the printed disciple Book) ? tear on semblance language to impinge on and hear their definitions ? entrance a complete glossary for the whole book ? trust exam questions and advance your exam technique with interrogation charabanc regulate questions and answers. from to to individually one one one question that has an examen private instructor icon beside it links to a drubed solution with audio frequency and optical short letter to transcend you finished it The scholar BookEach chapter has a number of units to die onerous finished, with upright explanations of each topic, numerous worked examples and mint candy of transactions, followed by a chapter summary and chapter review questions. at that place are around faculty 3 topics that may similarly be assessed in modules 2 or 4. 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