Skip to main content

KS3 – Year 9 Mathematics

# TOPIC TITLE
1 Initial Assessment Initial Assessment

2 N

Problem solving
Problems with numbers.

3 N

Problem solving
Problems involving money

4 N

Fractions
Comparing and ordering fractions

5 N

Fractions
Comparing and ordering fractions greater than (>) 1

6 N

Fractions
Adding and subtracting fractions with different denomin…

7 N

Fractions
Multiplying fractions by whole numbers

8 N

Fractions
Fractions of whole numbers

9 N

Fractions
Multiplying fractions

10 N

Fractions
Multiplying mixed numbers (mixed numerals)

11 N

Fractions
Finding reciprocals of fractions and mixed numbers (mix…

12 N

Fractions
Dividing fractions

13 N

Fractions
Dividing mixed numbers (mixed numerals)

14 A

Simplifying
Simplifying algebraic fractions using the index laws.

15 N

Decimals
Rounding decimals

16 N

Decimals
Decimals to three decimal places

17 N

Approximation
Significant figures

18 N

Decimals
Adding decimals with a different number of decimal plac…

19 N

Decimals
Subtracting decimals with a different number of places

20 N

Decimals
Multiplying decimals by whole numbers

21 N

Decimals
Multiplication of decimals by decimals to two decimal p…

22 N

Decimals
Dividing decimal fractions by whole numbers

23 N

Decimals
Dividing numbers by a decimal fraction

24 N

Percentages
Calculating Percentages and Fractions of Quantities

25 N

Percentages
Introduction to percentages, including converting fract…

26 N

Percentages
Changing fractions and decimals to percentages using te…

27 N

Percentages
Changing percentages to fractions and decimals

28 N

Percentages
One quantity as a percentage of another

29 N

Percentages
Compound interest

30 N

Standard form
Scientific notation with larger numbers

31 N

Standard form
Scientific notation with small numbers

32 N

Standard form
Changing scientific notation to numerals

33 N

Multiplication and division
Multiples and factors of whole numbers

34 N

Multiples and factors
Highest common factor.

35 N

Multiples and factors
Factors by grouping.

36 N

Speed
Average speed

37 N

Indices
Adding indices when multiplying terms with the same bas…

38 N

Indices
Subtracting indices when dividing terms with the same b…

39 N

Indices
Multiplying indices when raising a power to a power

40 N

Indices
Multiplying indices when raising to more than one term

41 N

Indices
Terms raised to the power of zero

42 N

Indices
Negative Indices

43 N

Indices
Fractional indices

44 M

Problem solving
Areas of rectangles and parallelograms

45 M

Problem solving
Finding the area of a triangle and other composite shap…

46 M

Problem solving
Larger areas: square metre, hectare, square kilometre.

47 M

Problem solving
Comparing and ordering areas.

48 M

Problem solving
Area of a trapezium.

49 M

Problem solving
Area of a rhombus.

50 M

Problem solving
Area of a circle.

51 M

Problem solving
Area of regular polygons and composite figures.

52 M

Volume
Introduction to volume. using the cubic centimetre as a…

53 M

Volume
Using the cubic centimetre to measure volume.

54 M

Volume
Introducing the formula for volume.

55 M

Volume
Using the cubic metre to measure volume.

56 M

Volume
Solving Problems about Volume – Part 1.

57 M

Volume
Solving Problems about Volume – Part 2.

58 M

Volume
Finding the volume of prisms

59 M

Problem solving
Problems with length.

60 M

Problem solving
Problems with mass.

61 M

Problem solving
Problems with area.

62 M

Problem solving
Problems with volume/capacity.

63 M

Surface area
Surface area of a cube/rectangular prism.

64 M

Surface area
Surface area of a triangular/trapezoidal prism.

65 G

Angles
Adjacent angles

66 G

Angles
Complementary and supplementary angles

67 G

Angles
Vertically opposite angles

68 G

Angles
Angles at a Point.

69 G

Angles
Parallel Lines.

70 G

Angles
Additional questions involving parallel lines

71 G

Angles
Angle sum of a triangle

72 G

Angles
Exterior angle theorem

73 G

Angles
To determine angle labelling rules, naming angles accor…

74 G

Angles
More difficult exercises involving parallel lines

75 AS

Series and sequences
Further difficult exercises involving formal reasoning

76 G

Angles
Angles of regular polygons

77 G

Angles
Complementary angle results.

78 G

Angles
Bearings – the compass.

79 G

Triangles
Recognise and name triangles

80 G

Quadrilaterals
Midsegments of Triangles

81 G

Triangles
Congruent triangles, Test 1 and 2

82 G

Triangles
Congruent triangles, Test 3 and 4

83 G

Triangles
Spatial properties of quadrilaterals

84 G

Pythagoras
Find the hypotenuse

85 G

Pythagoras
Pythagorean triples

86 G

Pythagoras
Find the hypotenuse Part 2

87 G

Pythagoras
Calculating a leg of a right-angled triangle

88 G

Pythagoras
Proofs of Pythagoras theorem

89 G

Construction
Geometric constructions

90 G

Construction
To identify collinear points, coplanar lines and points…

91 G

Construction
Angle bisector construction and its properties (Stage 2…

92 G

Construction
Circumcentre and incentre (Stage 2)

93 G

Construction
Orthocentre and centroids (Stage 2)

94 G

Construction
Constructions and loci – single condition

95 G

Construction
Constructions and loci – multiple conditions

96 G

Transformations
Use grids to enlarge/reduce 2D shapes

97 G

Transformations
Transformations – reflections

98 G

Transformations
Geometry transformations without matrices: reflection (…

99 G

Transformations
Geometry transformations without matrices: translation …

100 G

Transformations
Geometry transformations without matrices: rotation (St…

101 G

Transformations
Geometry transformations without matrices: dilation or …

102 G

Transformations
The definition and concept of combined transformations …

103 G

Trigonometry
Trigonometric ratios.

104 G

Trigonometry
Using the calculator.

105 G

Trigonometry
Using the trigonometric ratios to find unknown length. …

106 G

Trigonometry
Using the trigonometric ratios to find unknown length. …

107 G

Trigonometry
Using the trigonometric ratios to find unknown length. …

108 G

Trigonometry
Unknown in the denominator. [Case 4].

109 G

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

110 G

Trigonometry
Using the trigonometric ratios to find an angle in a ri…

111 AS

Series and sequences
General sequences.

112 AS

Series and sequences
Finding Tn given Sn.

113 A

Simplifying
Algebraic expressions.

114 A

Simplifying
Substitution into algebraic expressions.

115 A

Formulae
Equations resulting from substitution into formulae.

116 A

Formulae
Changing the subject of the formula.

117 A

Simplifying
Simplifying algebraic expressions: multiplication

118 A

Simplifying
Simplifying algebraic expressions: division

119 A

Simplifying
Expanding algebraic expressions: multiplication

120 A

Simplifying
Expanding algebraic expressions: negative multiplier

121 A

Simplifying
Expanding and simplifying algebraic expressions

122 A

Inequalities
Simplifying absolute values

123 A

Equations
Solving equations containing addition and subtraction

124 A

Equations
Solving equations containing multiplication and divisio…

125 A

Equations
Solving two step equations

126 A

Equations
Solving equations containing binomial expressions

127 A

Equations
Equations involving grouping symbols.

128 A

Equations
Equations involving fractions.

129 A

Inequalities
Solving for the variable

130 A

Equations
Simultaneous equations

131 A

Equations
Elimination method

132 A

Equations
Elimination method part 2

133 A

Equations
Applications of simultaneous equations

134 A

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

135 A

Factorising
Expansions leading to the difference of two squares

136 A

Factorising
Common factor and the difference of two squares

137 A

Factorising
Factorising quadratic trinomials [monic] – Case 2.

138 A

Factorising
Factorising quadratic trinomials [monic] – Case 3.

139 A

Factorising
Factorising quadratic trinomials [monic] – Case 4.

140 A

Inequalities
Solving Inequalities.

141 A

Inequalities
Inequalities on the number plane.

142 A

Inequalities
Solving and graphing inequalities

143 S

Scatter diagrams
The range.

144 S

Probability
The mode

145 S

Probability
The mean

146 S

Probability
The median

147 S

Probability
Calculating the median from a frequency distribution

148 S

Averages
Calculating mean, mode and median from grouped data

149 S

Averages
Measures of spread: the interquartile range

150 S

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

151 S

Pie charts
Bar Charts

152 S

Probability
Cumulative frequency

153 S

Scatter diagrams
Frequency histograms and polygons

154 S

Pie charts
Line graphs.

155 S

Pie charts
Pie and bar graphs.

156 S

Scatter diagrams
Scatter Diagrams

157 P

Scatter diagrams
Frequency distribution table

158 P

Scatter diagrams
Relative frequency

159 P

Probability
Probability of Simple Events

160 P

Probability
Rolling a pair of dice

161 P

Probability
Experimental probability

162 P

Probability
Tree diagrams – not depending on previous outcomes

163 P

Probability
Tree diagrams – depending on previous outcomes

164 End of Course Assessment End of Course Assessment