1 Number 1 6.2 More linear graphs 46
1.1 Number problems and reasoning 1 6.3 Graphing rates of change 47
1.2 Place value and estimating 1 6.4 Real-life graphs 49
1.3 HCF and LCM 2 6.5 Line segments 51
1.4 Calculating with powers (indices) 3 6.6 Quadratic graphs 52
1.5 Zero, negative and fractional indices 4 6.7 Cubic and reciprocal graphs 53
1.6 Powers of 10 and standard form 5 6.8 More graphs 54
1.7 Surds 6 Problem-solving 56
Problem-solving 7 7 Area and volume 58
2 Algebra 9 7.1 Perimeter and area 58
2.1 Algebraic indices 9 7.2 Units and accuracy 59
2.2 Expanding and factorising 9 7.3 Prisms 60
2.3 Equations 10 7.4 Circles 61
2.4 Formulae 11 7.5 Sectors of circles 63
2.5 Linear sequences 12 7.6 Cylinders and spheres 64
2.6 Non-linear sequences 13 7.7 Pyramids and cones 65
2.7 More expanding and factorising 15 Problem-solving 66
Problem-solving 15 8 Transformations and constructions 68
3 Interpreting and representing data 17 8.1 3D solids 68
3.1 Statistical diagrams 1 17 8.2 Reflection and rotation 68
3.2 Time series 19 8.3 Enlargement 70
3.3 Scatter graphs 20 8.4 Translations and combinations of
3.4 Line of best fit 21 transformations 72
3.5 Averages and range 23 8.5 Bearings and scale drawings 73
3.6 Statistical diagrams 2 25 8.6 Constructions 1 74
Problem-solving 26 8.7 Constructions 2 75
8.8 Loci 77
4 Fractions, ratio and percentages 29
Problem-solving 78
4.1 Fractions 29
4.2 Ratios 30 9 Equations and inequalities 80
4.3 Ratio and proportion 31 9.1 Solving quadratic equations 1 80
4.4 Percentages 32 9.2 Solving quadratic equations 2 81
4.5 Fractions, decimals and percentages 33 9.3 Completing the square 81
Problem-solving 34 9.4 Solving simple simultaneous equations 82
9.5 More simultaneous equations 83
5 Angles and trigonometry 35
9.6 Solving linear and quadratic
5.1 Angle properties of triangles and
simultaneous equations 84
quadrilaterals 35
9.7 Solving linear inequalities 85
5.2 Interior angles of a polygon 37
Problem-solving 86
5.3 Exterior angles of a polygon 38
5.4 Pythagoras’ theorem 1 39 10 Probability 88
5.5 Pythagoras’ theorem 2 40 10.1 Combined events 88
5.6 Trigonometry 1 41 10.2 Mutually exclusive events 89
5.7 Trigonometry 2 42 10.3 Experimental probability 90
Problem-solving 44 10.4 Independent events and tree diagrams 91
10.5 Conditional probability 92
6 Graphs 45
10.6 Venn diagrams and set notation 94
6.1 Linear graphs 45
Problem-solving 95
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