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The topics or lessons identified by (F and H 2017 TBC) are currently Higher Only so any foundation level students currently in year 11 will not be affected
by these changes. However any students in year 10 or below will be sitting their exams in 2017 or later. These students will find that these Higher Only
topics will now also be on the Foundation level paper from 2017 onwards. These topics or lessons are identified by (F and H 2017 TBC) but at this early
stage in the curriculum development this could still change.
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Area |
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1
Calculating the Area of a Rectangle
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2
Calculating the Area of a Rectangle Common Mistakes
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3
The formula of the Area of a Triangle
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4
Calculating the Area of a Triangle
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5
The formula of the Area of a Parallelogram
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6
Calculating the Area of a Parallelogram
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7
Calculating the Area of a Trapezium
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Compound Areas |
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8
Calculating Compound Areas
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9
Compound Areas Involving Different Shapes Part 1
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10
Compound Areas Involving Different Shapes Part 2
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11
Compound Area where you're not given all the lengths
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Surface Area |
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12
Surface area of a cuboid
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13
Surface area of a triangular prism
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14
Surface area of a cylinder
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15
Surface area of a sphere (Higher Only)
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16
Surface area of a hemisphere exam question (Higher Only)
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17
Curved surface area of a cone (Higher Only)
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18
Calculating the surface area of a frustum (Higher Only)
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Volume |
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19
Volume of a cuboid
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20
Calculating the volume of any prism
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21
Volume of triangular prism
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22
Volume of a cylinder
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23
Finding the height of a cylinder using its volume (Higher Only)
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24
Volume of a sphere (Higher Only)
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25
Volume of a cone (Higher Only)
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26
Volume of a cone exam question (Higher Only)
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27
Volume of a frustum (Higher Only)
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28
Volume of a square based pyramid
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Circles |
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29
Circumference of a circle
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30
Circumference of a circle leaving your answer in terms of Pi (Higher Only)
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31
Perimeter of a semi-circle
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32
Length of an arc (Higher Only)
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33
Area of a circle
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34
Area of a semi-circle
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35
Area of a circle, leaving your answer in terms of Pi (Higher Only)
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36
Area of a sector (Higher Only)
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Circle Geometry (Higher Only) |
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37
Angle in a semi-circle is 90 degrees
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38
Sneaky isosceles
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39
Angle at centre is twice angle at circumference part 1
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40
Angle at centre is twice angle at circumference part 2
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41
Angle at centre is twice angle at circumference part 3
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42
Cyclic quadrilateral
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43
Angles in the same segment are equal
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44
Tangent meets radius at 90 degrees
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45
Tangents that meet at a point are equal in length
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46
Alternate segment theorem part 1
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47
Alternate segment theorem part 2
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48
3 letter angle notation in circle geometry
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Angles |
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49
Naming angles
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50
Proving angles on a straight line add to 180
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51
Angles on a straight line
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52
Angles on a straight line - Common Mistake
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53
Angles on a straight line - Exam style question
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54
Proving the angles around a point add up to 360
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55
Angles around a point
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56
Angles around a point - Exam style question
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57
Finding angles in quadrilaterals
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58
Finding angles in a triangle
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59
Introduction to Isosceles triangles & finding the base angles
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60
Finding angles in Isosceles triangles
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61
Finding angles in Isosceles triangles - Exam style question
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62
Introduction to Equilateral triangles
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63
The 4 types of Triangles
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64
Vertically opposite angles
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65
Vertically opposite angles exam question
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66
3 letter angle notation
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Angles on Parallel Lines |
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67
Alternate angles on parallel lines
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68
Corresponding angles
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69
Co-interior angles
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70
Finding angles on parallel lines exam question
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Measuring Angles |
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71
Introduction to the parts of a protractor
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72
How to use a protractor
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73
Exam tip for measuring difficult angles
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Polygons |
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74
Introduction to polygons
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75
Introduction to interior angles and notation
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76
Finding interior angles
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77
Finding external angles
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78
Polygons exam question
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Properties of Shapes |
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79
Kites
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80
Parallelograms and Rhombuses
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81
Trapeziums
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Midpoints of Lines |
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82
Finding the Midpoint of a Line Joining 2 Points
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83
Finding the Midpoint of a Line Joining 2 Points Exam Question
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3D Coordinates (Higher Only) |
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84
x, y, z coordinates
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85
Finding the Midpoint of a Line Joining 2 3D coordinates
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Converting Units of Length, Area and Volume |
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86
Converting units of area
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87
Converting units of volume part 1
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88
Converting units of volume part 2
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Similar Triangles and Similar Shapes (Higher Only) |
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89
Similar triangles introduction
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90
Similar triangles part 1
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91
Similar triangles part 2
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92
Similar triangles part 3
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93
Proving that triangles are similar using lengths
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94
Proving that triangles are similar using angles
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95
Scale factors for area's of similar shapes
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96
Scale factors for volume's of similar shapes
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97
Similar Shapes exam question
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Loci and Constructions |
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98
Perpendicular Bisector
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99
Perpendicular line from a point on a line
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100
Perpendicular line from a point to a line
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101
Angle bisector
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102
Drawing an equilateral triangle
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103
Drawing an isosceles triangle
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104
Drawing a scalene triangle
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105
Drawing a 60 angle
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106
Drawing a 45 and 30 angle
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107
The rules of Loci
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108
Drawing boundaries around shapes
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109
Shading boundaries inside shapes
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Bounds (Higher Only) |
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110
Upper and lower bounds of discrete numbers
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111
Upper and lower bounds of continuous numbers
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112
Calculations with bounds adding bounds
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113
Calculations with bounds subtracting bounds
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114
Calculations with bounds multiplying bounds
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115
Calculations with bounds dividing bounds
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Converting Metric Units |
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116
Converting metric units of length part 1
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117
Converting metric units of length part 2
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118
Converting units exam question (length)
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119
Converting metric units of mass part 1
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120
Converting metric units of mass part 2
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121
Converting metric units of volume and capacity part 1
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122
Converting metric units of volume and capacity part 2
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123
Converting units exam question (capacity)
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124
Converting speeds 1 step problems
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125
Converting speeds 2 step problems
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Converting Imperial Units |
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126
Converting imperial units of length
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127
Converting lengths 1 step problems
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128
Converting lengths 2 step problems
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129
Converting imperial units of mass
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130
Converting mass 1 step problems
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131
Converting mass 2 step problems
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132
Converting imperial units of capacity
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133
Converting capacity 1 step problems
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134
Converting volume and capacity 2 step problems
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Pythagoras Theorem |
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135
Pythagoras theorem finding the longest side
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136
Pythagoras theorem finding the shorter side
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137
Pythagoras theorem problems (exam question)
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Right-angled Trigonometry |
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138
How to label a triangle
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139
Finding a length
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140
Finding an angle
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Non-right Angled Trigonometry (Higher Only) |
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141
Sine rule finding a length
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142
Choosing which rule to use and labelling the triangle
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143
Cosine rule finding a length
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144
Cosine rule finding an angle
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145
Area of a non-right angled triangle
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146
Sine Rule Finding an Angle Part 1
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147
Sine Rule Finding an Angle Part 2
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3D Pythagoras (Higher Only) |
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148
3D Pythagoras in a cuboid
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149
3D Pythagoras in a pyramid
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3D Right-angled Trigonometry (Higher Only) |
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150
3D Trigonometry in a cuboid
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151
3D Trigonometry in a Pyramid
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Bearings |
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152
Rules of bearings
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153
Introduction to bearings Part 1
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154
Introduction to bearings Part 2
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155
Simple bearings questions 1
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156
Simple bearings question 2
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157
Sketching simple Bearings questions
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158
Bearings questions involving Trigonometry part 1
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159
Bearings questions involving trigonometry part 2
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160
Bearings questions involving Trigonometry part 3
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Density |
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161
The different units of density
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162
Simple Density Questions Part 1
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163
Simple Density Questions part 2
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164
Questions involving mixing 2 different liquids
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Congruence |
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165
Congruent Shapes
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166
Proving congruence SSS
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167
Proving congruence RHS
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168
Proving congruence SAS
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169
Proving congruence AAS
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170
Proving congruence exam style question 1
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171
Proving congruence exam style question 2
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Translations |
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172
Translations
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173
Translations exam question
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Reflection |
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174
Reflecting shapes in the and axis
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175
Reflecting shapes in the line
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176
Reflecting shapes in the line
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Rotation |
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177
Rotation about a centre part 1
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178
Rotation about a centre part 2
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179
Finding the direction and angle of rotation
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180
Finding the COR (centre of rotation) (Higher Only)
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Enlargements |
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181
Enlarging shapes
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182
Enlarging shapes exam tip
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183
Enlargement with a centre of enlargement
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184
Enlargement with a fractional scale factor (Higher Only)
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185
Enlargements with a negative scale factor (Higher Only)
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186
Finding the centre of enlargement
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187
Finding the scale factor of enlargement
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188
Finding the scale factor of an inverted enlargement (Higher Only)
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189
Describing single transformations - How to score full marks
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190
Describing single transformations - Exam Tip
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Vectors |
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191
Introduction to vectors
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192
Writing and drawing column vectors
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193
Subtracting vectors
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194
Adding vectors
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195
Reversing the direction of vectors
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196
Multiplying vectors
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197
Vector problems
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198
Vector problems with midpoints
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199
Vector problems with ratios
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200
Proving vectors are parallel
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