### KS3 – Year 8 Mathematics

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1 Addition to 9999 and beyond Number and place value

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Current lesson
2 Subtraction involving four digit numbers and beyond usi… Addition and subtraction

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To be done
3 Multiplying 2-digit numbers by 2-digit numbers Multiplication and division

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To be done
4 Multiplying 4-digit numbers by 3-digit numbers Multiplication and division

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To be done
5 Multiplying 4-digit numbers by 4-digit number Multiplication and division

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To be done
6 Repeated subtraction with divisors greater than 20 with… Multiplication and division

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To be done
7 Repeated subtraction with divisors less than 35 with so… Multiplication and division

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To be done
8 Repeated subtraction with divisors less than 55 with di… Multiplication and division

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To be done
9 Repeated subtraction with divisors greater than 50 with… Multiplication and division

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To be done
10 Multiples and factors of whole numbers Multiplication and division

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To be done
11 Highest common factor. Multiples and factors

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To be done
12 Factors by grouping. Multiples and factors

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To be done
13 Comparing and ordering fractions Fractions

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To be done
14 mixed numbers (mixed numerals) Fractions

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To be done
15 Improper fractions Fractions

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To be done
16 Reducing fractions to lowest equivalent form Fractions

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To be done
17 Comparing and ordering fractions greater than (>) 1 Fractions

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To be done
18 Subtracting fractions from whole numbers Fractions

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To be done
19 Adding and subtracting fractions with the same denomina… Fractions

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To be done
20 Adding and subtracting fractions with different denomin… Fractions

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To be done
21 Multiplying fractions by whole numbers Fractions

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To be done
22 Fractions of whole numbers Fractions

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To be done
23 Multiplying fractions Fractions

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To be done
24 Multiplying mixed numbers (mixed numerals) Fractions

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To be done
25 Finding reciprocals of fractions and mixed numbers (mix… Fractions

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To be done
26 Dividing fractions Fractions

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To be done
27 Dividing mixed numbers (mixed numerals) Fractions

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To be done
28 Calculating Percentages and Fractions of Quantities Percentages

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To be done
29 Introduction to percentages, including converting fract… Percentages

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To be done
30 Changing fractions and decimals to percentages using te… Percentages

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To be done
31 Changing percentages to fractions and decimals Percentages

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To be done
32 One quantity as a percentage of another Percentages

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To be done
33 Adding decimals with a different number of decimal plac… Decimals

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To be done
34 Subtracting decimals with a different number of places Decimals

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To be done
35 Multiplying decimals by whole numbers Decimals

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To be done
36 Multiplication of decimals by decimals to two decimal p… Decimals

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To be done
37 Dividing decimal fractions by whole numbers Decimals

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To be done
38 Dividing numbers by a decimal fraction Decimals

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To be done
39 Areas of rectangles and parallelograms Problem solving

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To be done
40 Finding the area of a triangle and other composite shap… Problem solving

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To be done
41 Larger areas: square metre, hectare, square kilometre. Problem solving

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To be done
42 Comparing and ordering areas. Problem solving

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43 Area of a trapezium. Problem solving

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To be done
44 Area of a rhombus. Problem solving

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To be done
45 Area of a circle. Problem solving

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To be done
46 Introducing the formula for volume. Volume

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To be done
47 Using the cubic metre to measure volume. Volume

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To be done
48 Solving Problems about Volume – Part 1. Volume

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To be done
49 Solving Problems about Volume – Part 2. Volume

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To be done
50 Finding the volume of prisms Volume

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To be done
51 Surface area of a cube/rectangular prism. Surface area

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To be done
52 Surface area of a triangular/trapezoidal prism. Surface area

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To be done
53 Measure and classify angles Angles

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To be done
54 Measuring angles Angles

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To be done

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To be done
56 Complementary and supplementary angles Angles

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To be done
57 Vertically opposite angles Angles

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To be done
58 Angles at a Point. Angles

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To be done
59 Parallel Lines. Angles

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To be done
60 Additional questions involving parallel lines Angles

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To be done
61 Angle sum of a triangle Angles

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To be done
62 Exterior angle theorem Angles

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To be done
63 To determine angle labelling rules, naming angles accor… Angles

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To be done
64 More difficult exercises involving parallel lines Angles

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To be done
65 Further difficult exercises involving formal reasoning Series and sequences

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To be done
66 Angles of regular polygons Angles

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To be done
67 Complementary angle results. Angles

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To be done
68 Bearings – the compass. Angles

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To be done
69 Recognise and name triangles Triangles

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To be done
70 Geometric constructions Construction

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To be done
71 To identify collinear points, coplanar lines and points… Construction

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To be done
72 Angle bisector construction and its properties (Stage 2… Construction

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To be done
73 Circumcentre and incentre (Stage 2) Construction

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To be done
74 Orthocentre and centroids (Stage 2) Construction

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To be done
75 Constructions and loci – single condition Construction

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To be done
76 Constructions and loci – multiple conditions Construction

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To be done
77 Use grids to enlarge/reduce 2D shapes Transformations

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To be done
78 Transformations – reflections Transformations

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To be done
79 Geometry transformations without matrices: reflection (… Transformations

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To be done
80 Geometry transformations without matrices: translation … Transformations

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To be done
81 Geometry transformations without matrices: rotation (St… Transformations

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To be done
82 Geometry transformations without matrices: dilation or … Transformations

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To be done
83 The definition and concept of combined transformations … Transformations

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To be done
84 Using Order of Operation procedures (BIDMAS) with Fract… Bidmas

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To be done
85 Transformations that produce equivalent equations Bidmas

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To be done
86 Adding indices when multiplying terms with the same bas… Indices

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To be done
87 Subtracting indices when dividing terms with the same b… Indices

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To be done
88 Multiplying indices when raising a power to a power Indices

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To be done
89 Algebraic expressions. Simplifying

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To be done
90 Substitution into algebraic expressions. Simplifying

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To be done
91 Equations resulting from substitution into formulae. Formulae

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To be done
92 Simplifying algebraic expressions: adding like terms. Simplifying

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To be done
93 Simplifying algebraic Expressions: subtracting like ter… Simplifying

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To be done
94 Simplifying Algebraic expressions: combining addition a… Simplifying

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To be done
95 Simplifying algebraic expressions: multiplication Simplifying

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To be done
96 Simplifying algebraic expressions: division Simplifying

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To be done
97 Expanding algebraic expressions: multiplication Simplifying

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To be done
98 Expanding algebraic expressions: negative multiplier Simplifying

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To be done
99 Expanding and simplifying algebraic expressions Simplifying

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To be done
100 Solving equations containing addition and subtraction Equations

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To be done
101 Solving equations containing multiplication and divisio… Equations

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To be done
102 Solving two step equations Equations

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To be done
103 Solving equations containing binomial expressions Equations

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To be done
104 Equations involving grouping symbols. Equations

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To be done
105 Equations involving fractions. Equations

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To be done
106 Changing the subject of the formula. Formulae

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To be done
107 General sequences. Series and sequences

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To be done
108 Finding Tn given Sn. Series and sequences

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To be done
109 The range. Scatter diagrams

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To be done
110 The mode Probability

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111 The mean Probability

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112 The median Probability

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113 Calculating the median from a frequency distribution Probability

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To be done
114 Calculating mean, mode and median from grouped data Averages

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To be done
115 Stem and Leaf Plots along with Box and Whisker Plots Scatter diagrams

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To be done
116 Bar Charts Pie charts

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To be done
117 Line graphs. Pie charts

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To be done
118 Pie and bar graphs. Pie charts

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To be done
119 Scatter Diagrams Scatter diagrams

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To be done
120 Frequency distribution table Scatter diagrams

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To be done
121 Relative frequency Scatter diagrams

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To be done
122 Probability of Simple Events Probability

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To be done
123 Rolling a pair of dice Probability

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To be done
124 Experimental probability Probability

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To be done
125 Exam – KS3 – Maths – Year 8 Review of all course work

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To be done