-Cambridge IGCSE Mathematics Core -C101 Extended- 3rd_edition
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-Cambridge IGCSE Mathematics Core -C101 Extended- 3rd_edition
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59
Introduction
Theory
Page 6
Topic 1: Number
Theory
Page 7
Chapter 1: Number and Language
Theory
Page 9
Chapter 2: Accuracy
Theory
Page 17
Chapter 3: Calculations and Order
Theory
Page 29
Chapter 4: Integers, Fractions, Decimals and Percentages
Theory
Page 35
Chapter 5: Further Percentages
Theory
Page 48
Chapter 6: Ratio and Proportion
Theory
Page 57
Chapter 7: Indices and Standard Form
Theory
Page 67
Chapter 8: Money and Finance
Theory
Page 80
Chapter 9: Time
Theory
Page 90
Chapter 10: Set Notation and Venn Diagrams
Theory
Page 92
Topic 1: Mathematical Investigations and ICT
Problem
Page 103
Topic 2: Algebra and Graphs
Theory
Page 107
Chapter 11: Algebraic Representation and Manipulation
Theory
Page 109
Chapter 12: Algebraic Indices
Theory
Page 128
Chapter 13: Equations and Inequalities
Theory
Page 132
Chapter 14: Linear Programming
Theory
Page 154
Chapter 15: Sequences
Theory
Page 160
Chapter 16: Variation
Theory
Page 172
Chapter 17: Graphs in Practical Situations
Theory
Page 179
Chapter 18: Graphs of Functions
Theory
Page 194
Chapter 19: Functions
Theory
Page 208
Topic 2: Mathematical Investigations and ICT
Problem
Page 214
Topic 3: Geometry
Theory
Page 217
Chapter 20: Geometrical Vocabulary
Theory
Page 219
Chapter 21: Geometrical Constructions and Scale Drawings
Theory
Page 226
Chapter 22: Similarity
Theory
Page 236
Chapter 23: Symmetry
Theory
Page 245
Chapter 24: Angle Properties
Theory
Page 250
Chapter 25: Loci
Theory
Page 270
Topic 3: Mathematical Investigations and ICT
Problem
Page 276
Topic 4: Mensuration
Theory
Page 279
Chapter 26: Measures
Theory
Page 281
Chapter 27: Perimeter, Area and Volume
Theory
Page 286
Topic 4: Mathematical Investigations and ICT
Problem
Page 316
Topic 5: Coordinate Geometry
Theory
Page 319
Chapter 28: Straight-Line Graphs
Theory
Page 321
Topic 5: Mathematical Investigations and ICT
Problem
Page 346
Topic 6: Trigonometry
Theory
Page 349
Chapter 29: Bearings
Theory
Page 351
Chapter 30: Trigonometry
Theory
Page 354
Chapter 31: Further Trigonometry
Theory
Page 371
Topic 6: Mathematical Investigations and ICT
Problem
Page 383
Topic 7: Matrices and Transformations
Theory
Page 385
Chapter 32: Vectors
Theory
Page 387
Chapter 33: Matrices
Theory
Page 399
Chapter 34: Transformations
Theory
Page 413
Topic 7: Mathematical Investigations and ICT
Problem
Page 441
Topic 8: Probability
Theory
Page 445
Chapter 35: Probability
Theory
Page 447
Chapter 36: Further Probability
Theory
Page 457
Topic 8: Mathematical Investigations and ICT
Problem
Page 465
Topic 9: Statistics
Theory
Page 469
Chapter 37: Mean, Median, Mode and Range
Theory
Page 471
Chapter 38: Collecting and Displaying Data
Theory
Page 477
Chapter 39: Cumulative Frequency
Theory
Page 496
Topic 9: Mathematical Investigations and ICT
Problem
Page 504
Index
Other
Page 512
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