| 1 |
Initial Assessment |
Initial Assessment |
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| 2 |
N
Problem solving |
Problems with numbers. |
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| 3 |
N
Problem solving |
Problems involving money |
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| 4 |
N
Fractions |
Comparing and ordering fractions |
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| 5 |
N
Fractions |
Comparing and ordering fractions greater than (>) 1 |
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| 6 |
N
Fractions |
Adding and subtracting fractions with different denomin… |
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| 7 |
N
Fractions |
Multiplying fractions by whole numbers |
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| 8 |
N
Fractions |
Fractions of whole numbers |
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| 9 |
N
Fractions |
Multiplying fractions |
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| 10 |
N
Fractions |
Multiplying mixed numbers (mixed numerals) |
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| 11 |
N
Fractions |
Finding reciprocals of fractions and mixed numbers (mix… |
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| 12 |
N
Fractions |
Dividing fractions |
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| 13 |
N
Fractions |
Dividing mixed numbers (mixed numerals) |
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| 14 |
A
Simplifying |
Simplifying algebraic fractions using the index laws. |
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| 15 |
N
Decimals |
Rounding decimals |
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| 16 |
N
Decimals |
Decimals to three decimal places |
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| 17 |
N
Approximation |
Significant figures |
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| 18 |
N
Decimals |
Adding decimals with a different number of decimal plac… |
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| 19 |
N
Decimals |
Subtracting decimals with a different number of places |
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| 20 |
N
Decimals |
Multiplying decimals by whole numbers |
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| 21 |
N
Decimals |
Multiplication of decimals by decimals to two decimal p… |
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| 22 |
N
Decimals |
Dividing decimal fractions by whole numbers |
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| 23 |
N
Decimals |
Dividing numbers by a decimal fraction |
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| 24 |
N
Percentages |
Calculating Percentages and Fractions of Quantities |
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| 25 |
N
Percentages |
Introduction to percentages, including converting fract… |
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| 26 |
N
Percentages |
Changing fractions and decimals to percentages using te… |
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| 27 |
N
Percentages |
Changing percentages to fractions and decimals |
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| 28 |
N
Percentages |
One quantity as a percentage of another |
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| 29 |
N
Percentages |
Compound interest |
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| 30 |
N
Standard form |
Scientific notation with larger numbers |
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| 31 |
N
Standard form |
Scientific notation with small numbers |
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| 32 |
N
Standard form |
Changing scientific notation to numerals |
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| 33 |
N
Multiplication and division |
Multiples and factors of whole numbers |
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| 34 |
N
Multiples and factors |
Highest common factor. |
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| 35 |
N
Multiples and factors |
Factors by grouping. |
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| 36 |
N
Speed |
Average speed |
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| 37 |
N
Indices |
Adding indices when multiplying terms with the same bas… |
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| 38 |
N
Indices |
Subtracting indices when dividing terms with the same b… |
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| 39 |
N
Indices |
Multiplying indices when raising a power to a power |
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| 40 |
N
Indices |
Multiplying indices when raising to more than one term |
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| 41 |
N
Indices |
Terms raised to the power of zero |
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| 42 |
N
Indices |
Negative Indices |
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| 43 |
N
Indices |
Fractional indices |
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| 44 |
M
Problem solving |
Areas of rectangles and parallelograms |
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| 45 |
M
Problem solving |
Finding the area of a triangle and other composite shap… |
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| 46 |
M
Problem solving |
Larger areas: square metre, hectare, square kilometre. |
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| 47 |
M
Problem solving |
Comparing and ordering areas. |
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| 48 |
M
Problem solving |
Area of a trapezium. |
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| 49 |
M
Problem solving |
Area of a rhombus. |
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| 50 |
M
Problem solving |
Area of a circle. |
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| 51 |
M
Problem solving |
Area of regular polygons and composite figures. |
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| 52 |
M
Volume |
Introduction to volume. using the cubic centimetre as a… |
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| 53 |
M
Volume |
Using the cubic centimetre to measure volume. |
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| 54 |
M
Volume |
Introducing the formula for volume. |
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| 55 |
M
Volume |
Using the cubic metre to measure volume. |
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| 56 |
M
Volume |
Solving Problems about Volume – Part 1. |
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| 57 |
M
Volume |
Solving Problems about Volume – Part 2. |
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| 58 |
M
Volume |
Finding the volume of prisms |
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| 59 |
M
Problem solving |
Problems with length. |
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| 60 |
M
Problem solving |
Problems with mass. |
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| 61 |
M
Problem solving |
Problems with area. |
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| 62 |
M
Problem solving |
Problems with volume/capacity. |
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| 63 |
M
Surface area |
Surface area of a cube/rectangular prism. |
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| 64 |
M
Surface area |
Surface area of a triangular/trapezoidal prism. |
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| 65 |
G
Angles |
Adjacent angles |
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| 66 |
G
Angles |
Complementary and supplementary angles |
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| 67 |
G
Angles |
Vertically opposite angles |
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| 68 |
G
Angles |
Angles at a Point. |
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| 69 |
G
Angles |
Parallel Lines. |
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| 70 |
G
Angles |
Additional questions involving parallel lines |
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| 71 |
G
Angles |
Angle sum of a triangle |
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| 72 |
G
Angles |
Exterior angle theorem |
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| 73 |
G
Angles |
To determine angle labelling rules, naming angles accor… |
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| 74 |
G
Angles |
More difficult exercises involving parallel lines |
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| 75 |
AS
Series and sequences |
Further difficult exercises involving formal reasoning |
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| 76 |
G
Angles |
Angles of regular polygons |
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| 77 |
G
Angles |
Complementary angle results. |
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| 78 |
G
Angles |
Bearings – the compass. |
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| 79 |
G
Triangles |
Recognise and name triangles |
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| 80 |
G
Quadrilaterals |
Midsegments of Triangles |
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| 81 |
G
Triangles |
Congruent triangles, Test 1 and 2 |
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| 82 |
G
Triangles |
Congruent triangles, Test 3 and 4 |
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| 83 |
G
Triangles |
Spatial properties of quadrilaterals |
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| 84 |
G
Pythagoras |
Find the hypotenuse |
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| 85 |
G
Pythagoras |
Pythagorean triples |
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| 86 |
G
Pythagoras |
Find the hypotenuse Part 2 |
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| 87 |
G
Pythagoras |
Calculating a leg of a right-angled triangle |
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| 88 |
G
Pythagoras |
Proofs of Pythagoras theorem |
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| 89 |
G
Construction |
Geometric constructions |
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| 90 |
G
Construction |
To identify collinear points, coplanar lines and points… |
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| 91 |
G
Construction |
Angle bisector construction and its properties (Stage 2… |
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| 92 |
G
Construction |
Circumcentre and incentre (Stage 2) |
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| 93 |
G
Construction |
Orthocentre and centroids (Stage 2) |
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| 94 |
G
Construction |
Constructions and loci – single condition |
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| 95 |
G
Construction |
Constructions and loci – multiple conditions |
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| 96 |
G
Transformations |
Use grids to enlarge/reduce 2D shapes |
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| 97 |
G
Transformations |
Transformations – reflections |
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| 98 |
G
Transformations |
Geometry transformations without matrices: reflection (… |
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| 99 |
G
Transformations |
Geometry transformations without matrices: translation … |
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| 100 |
G
Transformations |
Geometry transformations without matrices: rotation (St… |
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| 101 |
G
Transformations |
Geometry transformations without matrices: dilation or … |
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| 102 |
G
Transformations |
The definition and concept of combined transformations … |
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| 103 |
G
Trigonometry |
Trigonometric ratios. |
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| 104 |
G
Trigonometry |
Using the calculator. |
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| 105 |
G
Trigonometry |
Using the trigonometric ratios to find unknown length. … |
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| 106 |
G
Trigonometry |
Using the trigonometric ratios to find unknown length. … |
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| 107 |
G
Trigonometry |
Using the trigonometric ratios to find unknown length. … |
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| 108 |
G
Trigonometry |
Unknown in the denominator. [Case 4]. |
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| 109 |
G
Trigonometry |
Using the calculator to find an angle given a trigonome… |
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| 110 |
G
Trigonometry |
Using the trigonometric ratios to find an angle in a ri… |
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| 111 |
AS
Series and sequences |
General sequences. |
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| 112 |
AS
Series and sequences |
Finding Tn given Sn. |
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| 113 |
A
Simplifying |
Algebraic expressions. |
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| 114 |
A
Simplifying |
Substitution into algebraic expressions. |
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| 115 |
A
Formulae |
Equations resulting from substitution into formulae. |
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| 116 |
A
Formulae |
Changing the subject of the formula. |
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| 117 |
A
Simplifying |
Simplifying algebraic expressions: multiplication |
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| 118 |
A
Simplifying |
Simplifying algebraic expressions: division |
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| 119 |
A
Simplifying |
Expanding algebraic expressions: multiplication |
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| 120 |
A
Simplifying |
Expanding algebraic expressions: negative multiplier |
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| 121 |
A
Simplifying |
Expanding and simplifying algebraic expressions |
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| 122 |
A
Inequalities |
Simplifying absolute values |
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| 123 |
A
Equations |
Solving equations containing addition and subtraction |
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| 124 |
A
Equations |
Solving equations containing multiplication and divisio… |
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| 125 |
A
Equations |
Solving two step equations |
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| 126 |
A
Equations |
Solving equations containing binomial expressions |
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| 127 |
A
Equations |
Equations involving grouping symbols. |
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| 128 |
A
Equations |
Equations involving fractions. |
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| 129 |
A
Inequalities |
Solving for the variable |
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| 130 |
A
Equations |
Simultaneous equations |
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| 131 |
A
Equations |
Elimination method |
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| 132 |
A
Equations |
Elimination method part 2 |
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| 133 |
A
Equations |
Applications of simultaneous equations |
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| 134 |
A
Graphs |
Quadratic polynomials of the form y = ax. + bx + c. |
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| 135 |
A
Factorising |
Expansions leading to the difference of two squares |
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| 136 |
A
Factorising |
Common factor and the difference of two squares |
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| 137 |
A
Factorising |
Factorising quadratic trinomials [monic] – Case 2. |
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| 138 |
A
Factorising |
Factorising quadratic trinomials [monic] – Case 3. |
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| 139 |
A
Factorising |
Factorising quadratic trinomials [monic] – Case 4. |
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| 140 |
A
Inequalities |
Solving Inequalities. |
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| 141 |
A
Inequalities |
Inequalities on the number plane. |
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| 142 |
A
Inequalities |
Solving and graphing inequalities |
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| 143 |
S
Scatter diagrams |
The range. |
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| 144 |
S
Probability |
The mode |
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| 145 |
S
Probability |
The mean |
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| 146 |
S
Probability |
The median |
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| 147 |
S
Probability |
Calculating the median from a frequency distribution |
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| 148 |
S
Averages |
Calculating mean, mode and median from grouped data |
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| 149 |
S
Averages |
Measures of spread: the interquartile range |
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| 150 |
S
Scatter diagrams |
Stem and Leaf Plots along with Box and Whisker Plots |
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| 151 |
S
Pie charts |
Bar Charts |
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| 152 |
S
Probability |
Cumulative frequency |
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| 153 |
S
Scatter diagrams |
Frequency histograms and polygons |
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| 154 |
S
Pie charts |
Line graphs. |
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| 155 |
S
Pie charts |
Pie and bar graphs. |
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| 156 |
S
Scatter diagrams |
Scatter Diagrams |
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| 157 |
P
Scatter diagrams |
Frequency distribution table |
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| 158 |
P
Scatter diagrams |
Relative frequency |
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| 159 |
P
Probability |
Probability of Simple Events |
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| 160 |
P
Probability |
Rolling a pair of dice |
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| 161 |
P
Probability |
Experimental probability |
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| 162 |
P
Probability |
Tree diagrams – not depending on previous outcomes |
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| 163 |
P
Probability |
Tree diagrams – depending on previous outcomes |
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| 164 |
End of Course Assessment |
End of Course Assessment |
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