1 
Initial Assessment 
Initial Assessment 


2 
N
Multiples and factors 
Highest common factor. 


3 
N
Fractions 
Multiplying mixed numbers (mixed numerals) 


4 
N
Fractions 
Dividing mixed numbers (mixed numerals) 


5 
N
Indices 
Multiplying indices when raising a power to a power 


6 
N
Indices 
Multiplying indices when raising to more than one term 


7 
N
Indices 
Negative Indices 


8 
N
Indices 
Fractional indices 


9 
N
Indices 
Complex fractions as indices 


10 
N
Percentages 
Calculating Percentages and Fractions of Quantities 


11 
N
Percentages 
Introduction to percentages, including converting fract… 


12 
N
Percentages 
Changing fractions and decimals to percentages using te… 


13 
N
Percentages 
Changing percentages to fractions and decimals 


14 
N
Percentages 
One quantity as a percentage of another 


15 
N
Percentages 
Compound interest 


16 
N
Approximation 
Significant figures 


17 
N
Speed 
Average speed 


18 
N
Standard form 
Scientific notation with larger numbers 


19 
N
Standard form 
Scientific notation with small numbers 


20 
N
Standard form 
Changing scientific notation to numerals 


21 
N
Surds 
Introducing surds 


22 
N
Surds 
Some rules for the operations with surds 


23 
N
Surds 
Simplifying surds 


24 
N
Surds 
Expanding surds 


25 
M
Problem solving 
Area of a trapezium. 


26 
M
Problem solving 
Area of a circle. 


27 
M
Problem solving 
Area of regular polygons and composite figures. 


28 
M
Surface area 
Surface area of a cube/rectangular prism. 


29 
M
Surface area 
Surface area of a triangular/trapezoidal prism. 


30 
M
Surface area 
Surface area of a cylinder and sphere. 


31 
M
Surface area 
Surface area of pyramids 


32 
M
Surface area 
Surface area of cones 


33 
M
Volume 
Finding the volume of prisms 


34 
M
Volume 
Volume of a cylinder and sphere. 


35 
M
Volume 
Volume of pyramids and cones. 


36 
M
Volume 
Composite solids. 


37 
G
Angles 
Exterior angle theorem 


38 
G
Angles 
More difficult exercises involving parallel lines 


39 
G
Angles 
Angles of regular polygons 


40 
G
Angles 
Complementary angle results. 


41 
G
Angles 
Bearings – the compass. 


42 
G
Angles 
Theorem – The angle at the centre of a circle is double… 


43 
G
Angles 
Theorem – Angles in the same segment of a circle are eq… 


44 
G
Angles 
Theorem – The angle of a semicircle is a right angle. 


45 
G
Angles 
Theorem – The opposite angles of a cyclic quadrilateral… 


46 
G
Angles 
Theorem – The tangent to a circle is perpendicular to t… 


47 
G
Angles 
Theorem – Tangents to a circle from an external point a… 


48 
G
Angles 
Theorem – The angle between a tangent and a chord throu… 


49 
G
Construction 
Geometric constructions 


50 
G
Construction 
Constructions and loci – multiple conditions 


51 
G
Similar shapes 
Similar triangles 


52 
G
Similar shapes 
Using similar triangles to calculate lengths 


53 
G
Transformations 
Geometry transformations without matrices: reflection (… 


54 
G
Transformations 
Geometry transformations without matrices: translation … 


55 
G
Transformations 
Geometry transformations without matrices: rotation (St… 


56 
G
Transformations 
Geometry transformations without matrices: dilation or … 


57 
G
Triangles 
Congruent triangles, Test 1 and 2 


58 
G
Triangles 
Congruent triangles, Test 3 and 4 


59 
G
Pythagoras 
Find the hypotenuse 


60 
G
Pythagoras 
Find the hypotenuse Part 2 


61 
G
Pythagoras 
Calculating a leg of a rightangled triangle 


62 
G
Trigonometry 
Graphing the trigonometric ratios – I Sine curve. 


63 
G
Trigonometry 
Graphing the trigonometric ratios – II Cosine curve. 


64 
G
Trigonometry 
Graphing the trigonometric ratios – III Tangent curve. 


65 
G
Trigonometry 
Using the trigonometric ratios to find unknown length. … 


66 
G
Trigonometry 
Using the trigonometric ratios to find unknown length. … 


67 
G
Trigonometry 
Using the trigonometric ratios to find unknown length. … 


68 
G
Trigonometry 
Unknown in the denominator. [Case 4]. 


69 
G
Trigonometry 
Using the calculator to find an angle given a trigonome… 


70 
G
Trigonometry 
The cosine rule to find an unknown side. [Case 1 SAS]. 


71 
G
Trigonometry 
The cosine rule to find an unknown angle. [Case 2 SSS]. 


72 
G
Trigonometry 
The sine rule to find an unknown side. Case 1. 


73 
G
Trigonometry 
The sine rule to find an unknown angle. Case 2. 


74 
G
Trigonometry 
The area formula 


75 
AS
Series and sequences 
General sequences. 


76 
AS
Series and sequences 
Finding Tn given Sn. 


77 
A
Simplifying 
Products in simplification of algebraic expressions 


78 
A
Simplifying 
Algebraic Expressions – Larger expansions. 


79 
A
Simplifying 
Simplifying algebraic fractions. 


80 
A
Graphs 
Quadratic polynomials of the form y = ax. + bx + c. 


81 
A
Equations 
Equations involving grouping symbols. 


82 
A
Equations 
Equations involving fractions. 


83 
A
Equations 
Elimination method 


84 
A
Equations 
Elimination method part 2 


85 
A
Factorising 
Common factor and the difference of two squares 


86 
A
Factorising 
Factorising quadratic trinomials [monic] – Case 2. 


87 
A
Factorising 
Factorising quadratic trinomials [monic] – Case 3. 


88 
A
Factorising 
Factorising quadratic trinomials [monic] – Case 4. 


89 
A
Factorising 
Factorisation of nonmonic quadratic trinomials – moon … 


90 
A
Simplifying 
Substitution into algebraic expressions. 


91 
A
Formulae 
Equations resulting from substitution into formulae. 


92 
A
Formulae 
Changing the subject of the formula. 


93 
A
Inequalities 
Solving Inequalities. 


94 
A
Inequalities 
Solving and graphing inequalities 


95 
A
Roots 
Quadratic equations with factorisation. 


96 
A
Roots 
Solving quadratic equations. 


97 
A
Roots 
The quadratic formula 


98 
A
Matrices 
Vectors 


99 
S
Probability 
Calculating the median from a frequency distribution 


100 
S
Averages 
Calculating mean, mode and median from grouped data 


101 
S
Scatter diagrams 
Scatter Diagrams 


102 
S
Scatter diagrams 
Stem and Leaf Plots along with Box and Whisker Plots 


103 
S
Probability 
Cumulative frequency 


104 
S
Scatter diagrams 
Frequency histograms and polygons 


105 
P
Probability 
Rolling a pair of dice 


106 
P
Probability 
Experimental probability 


107 
P
Probability 
Tree diagrams – not depending on previous outcomes 


108 
P
Probability 
Tree diagrams – depending on previous outcomes 


109 
End of Course Assessment 
End of Course Assessment 

