Year 7
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 
Area & perimeter, sequences, number work including decimals and negatives, introduction to algebra 
Expressions and formulae. Fractions, decimals and percentages. Angles in 2 D shapes. Measuring angles, drawing angles, angles in a straight line, angles properties in a triangle. 
Coordinates, Graphing of straight lines graphs. Problem solving, order of operations and calculator methods. 
Transformations, Reflections, Rotations, translations. 
Constructing triangles. 
Ratio, proportion and probability. 
Knowledge & Skills 
Use of basic knowledge and extension to problem solving in the topics listed. 

Homework 

Year 8
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 
Numbers and Decimals. Prime numbers, Lowest Common Multiples and Highest Factor. Square roots and Cube roots 
Angle properties in triangles, quadrilaterals and polygons. 
DistanceTime graphs 
Planning, collecting and analysing data. 
Solving linear equations, equations with brackets. 
Plans and elevations 
Knowledge & Skills 
Use of basic knowledge and extension to problem solving in the topics listed. 

Homework 

Year 9
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 
Calculation with powers 10 and more on standard index form. Estimating calculations and approximations Circumference and area of circles Compound measures of speed, pressure and density 
Expanding brackets, single and double brackets. Factorising expressions. (Extension, factorising quadratic expressions) Problem solving with fractions using adding, subtracting, multiplying and dividing. Percentage change, percentage increases and decreases using multipliers. Reverse percentage. Compound interest. 
Angle properties with parallel lines and polygons. Drawing straightline graphs, Gradient of a straightline graph, yintercept of a straightline graph The equation y=mx+c Distancetime graphs Extension, plotting quadratic graphs) 
Time series Problem solving using a calculator. Interpreting the calculator display. Frequency tables. Calculating mean from tables Interpreting graphs Correlation Comparing distributions 
Maps and scale drawings Bearings Solving Equations with brackets Solving equations with Unknown on both sides. (Extension, solving basic quadratic expressions using factorising) Constructing equations Trial and improvement Laws of indices Standard form for large numbers Standard form for small numbers 
Loci and constructions Pythagoras' theorem, an introduction and problem solving as extension. Sequences linear and ( quadratic sequences as extension) Real life sequences Volume and Surface area of a cuboids and prisms. Ratios and proportions Calculating probabilities The outcomes of two trials. Venn diagrams, an introduction. 
Knowledge & Skills 
Use of basic knowledge and extension to problem solving in the topics listed. 

Homework 

Year 10 – GCSE Higher Mathematics
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 
1) Basic Number  1.1 Solving reallife problems, 1.2 Multiplication and division with decimals 1.3 Approximation of calculations, 1.4 Multiples, factors, prime numbers, powers and roots, 1.5 Prime factors, LCM and HCF, 1.6 Negative numbers 2) Number: Fractions, ratio and proportion  2.1 One quantity as a fraction of another, 2.2 Adding, subtracting and calculating with fractions, 2.3 Multiplying and dividing fractions, 2.4 Fractions on a calculator, 2.5 Increasing and decreasing quantities by a percentage, 2.6 Expressing one quantity as a percentage of another 3) Statistics: Statistical diagrams and averages  3.1 Statistical representation, 3.2 Statistical measures, 3.3 Scatter diagrams 
4) Number and sequences  4.1 Patterns in number, 4.2 Number sequences, 4.3 Finding the nth term of a linear sequence, 4.4 Special sequences, 4.5 General rules from given patterns, 4.6 The nth term of a quadratic sequence, 4.7 Finding the nth term for quadratic sequences 5) Ratio, proportion and rates of change: Ratio and proportion  5.1 Ratio, 5.2 Direct proportion problems, 5.3 Best buys, 5.4 Compound measures, 5.5 Compound interest and repeated percentage change, 5.6 Reverse percentage (working out the original amount) 6) Geometry and measures: Angles  6.1 Angle facts, 6.2 Triangles, 6.3 Angles in a polygon, 6.4 Regular polygons, 6.5 Angles in parallel lines, 6.6 Special quadrilaterals, 6.7 Scale drawings and bearings 7) Geometry and measures: Transformations, constructions and loci  7.1 Congruent triangles, 7.2 Rotational symmetry 
7) Geometry and measures: Transformations, constructions and loci  7.3 Transformations, 7.4 Combinations of transformations, 7.5 Bisectors, 7.6 Defining a locus, 7.7 Loci problems, 7.8 Plans and elevations 8) Algebra: Algebraic manipulation  8.1 Basic algebra, 8.2 Factorisation, 8.3 Quadratic expansion, 8.4 Expanding squares, 8.5 More than two binomials, 8.6 Quadratic factorisation, 8.7 Factorising ax2 + bx + c, 8.8 Changing the subject of a formula 9) Geometry and measures: Length, area and volume  9.1 Circumference and area of a circle, 9.2 Area of a parallelogram, 9.3 Area of a trapezium, 9.4 Sectors, 9.5 Volume of a prism, 9.6 Cylinders, 9.7 Volume of a pyramid, 9.8 Cones, 9.9 Spheres 
10) Algebra: Linear Graphs  10.1 Drawing linear graphs from points, 10.2 Gradient of a line, 10.3 Drawing graphs by gradientintercept and coverup methods, 10.4 Finding the equation of a line from its graph, 10.5 Reallife uses for graphs, 10.6 Solving simultaneous equations using graphs, 10.7 Parallel and perpendicular lines 11 Geometry and measures: Rightangled triangles  11.1 Pythagoras’ theorem, 11.2 Finding the length of the shorter side, 11.3 Applying Pythagoras’ theorem in reallife situations, 11.4 Pythagoras’ theorem and isosceles triangles, 11.5 Pythagoras’ theorem in three dimensions, 11.6 Trigonometric ratios, 11.7 Calculating angles, 11.8 Using the sine and cosine functions, 11.9 Using the tangent function, 11.10 Which ratio to use, 11.11 Solving problems using trigonometry, 11.12 Trigonometry and bearings, 11.13 Trigonometry and isosceles triangles 
12) Geometry and measures: Similarity  12.1 Similar triangles, 12.2 Areas and volumes of similar shapes 13) Probability: Exploring and applying probability  13.1 Experimental probability, 13.2 Mutually exclusive events and exhaustive outcomes, 13.3 Expectation, 13.4 Probability and twoway tables, 13.5 Probability and Venn diagrams 14) Number: Powers and standard form  14.1 Powers (indices), 14.2 Rules for multiplying and dividing powers, 14.3 Standard form 
15) Algebra: Equations and inequalities  15.1 Linear equations, 15.2 Elimination method for simultaneous equations, 15.3 Substitution method for simultaneous equations, 15.4 Balancing coefficients to solve simultaneous equations, 15.5 Using simultaneous equations to solve problems, 15.6 Linear inequalities, 15.7 Graphical inequalities, 15.8 Trial and improvement 16) Number: Counting, accuracy, powers and surds  16.1 Rational numbers, reciprocals, terminating and recurring decimals

Knowledge & Skills 
Students develop their problem solving techniques in the listed topics. 

Homework 

Year 10 – GCSE Foundation Mathematics
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 
1) Number  1.1 Place value and ordering numbers, 1.3 The four rules, 1.2 Order of operations and BIDMAS. 2) Geometry and measures  2.1 Systems of measurement, 2.2 Conversion factors, 2.3 Scale drawings ,2.4 Nets, 2.5 Using an isometric grid. 3) Statistics  3.1 Frequency tables, 3.2 Statistical diagrams, 3.3 Line graphs, 3.4 Statistical averages 
4) Geometry and measures  4.1 Angles facts, 4.2 Triangles, 4.3 Angles in a polygon, 4.4 Regular polygons, 4.5 Angles in parallel lines, 4.6 Special quadrilaterals, 4.7 Bearings. 5) Number  5.1 Multiples of whole numbers, 5.2 Factors of whole numbers, 5.3 Prime numbers, 5.4 Prime factors, LCM and HCF, 5.5 Square numbers, 5.6 Square roots, 5.7 Basic calculations on a calculator 
6) Number  6.1 Rounding whole numbers, 6.2 Rounding decimals, 6.3 Approximating calculations. 7) Number  7.1 Calculating with decimals, 7.2 Fractions and reciprocals, 7.3 Writing one quantity as a fraction of another, 7.4 Adding and subtracting fractions, 7.5 Multiplying and dividing fractions, 7.6 Fractions on a calculator. 8) Algebra  8.1 Graphs and equations, 8.2 Drawing linear graphs by finding points, 8.3 Gradient of a line, 8.4 y = mx + c, 8.5 Finding the equation of a line from its graph, 8.6 The equation of a parallel line, 8.7 Reallife uses of graphs, 8.8 Solving simultaneous equations using graphs.

9) Algebra  9.1 Basic algebra, 9.2 Substitution, 9.3 Expanding brackets, 9.4 Factorisation, 9.5 Quadratic expansion, 9.6 Quadratic factorisation, 9.7 Changing the subject of a formula. 10) Ratio and proportion  10.1 Ratio, 10.2 Speed, distance and time, 10.3 Direct proportion problems, 10.4 Best buys.

11) Geometry and measures  11.1 Rectangles, 11.2 Compound shapes, 11.3 Area of a triangle, 11.4 Area of a parallelogram, 11.5 Area of a trapezium, 11.6 Circles, 11.7 The area of a circle, 11.8 Answers in terms of π. 12) Geometry and measures  12.1 Rotational symmetry, 12.2 Translation, 12.3 Reflections, 12.4 Rotations, 12.5 Enlargements, 12.6 Using more than one transformation, 12.7 Vectors. 13) Probability  13.1 Calculating probabilities, 13.2 Probability that an outcome will not happen, 13.3 Mutually exclusive and exhaustive outcomes, 13.4 Experimental probability, 13.5 Expectation, 13.6 Choices and outcomes. 
14) – Geometry and measures  14.1 3D shapes, 14.2 Volume and surface area of a cuboid, 14.3 Volume and surface area of a prism, 14.4 Volume and surface area of cylinders. 15) Algebra  15.1 Solving linear equations, 15.2 Solving equations with brackets, 15.3 Solving equations with the variable on both sides, 15.4 Linear inequalities.

Knowledge & Skills 
•Students develop their problem solving techniques in the listed topics. 

Homework 

Year 11 – GCSE Higher Mathematics (Grades 7+)
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 
16) Counting, accuracy, powers and surds  16.2 Estimating powers and roots, 16.3 Negative and fractional powers, 16.4 Surds, 16.5 Limits of accuracy, 16.6 Problems involving limits of accuracy, 16.7 Choices and outcomes 17) Algebra: Quadratic equations  17.1 Plotting quadratic graphs, 17.2 Solving quadratic equations by factorisation, 17.3 Solving a quadratic equation by using the quadratic formula, 17.4 Solving quadratic equations by completing the square, 17.5 The significant points of a quadratic curve, 17.6 Solving one linear and one nonlinear equation using graphs, 17.7 Solving quadratic equations by the method of intersection, 17.8 Solving linear and nonlinear simultaneous equations algebraically, 17.9 Quadratic inequalities

18) Statistics: Sampling and more complex diagrams  18.1 Collecting data, 18.2 Frequency polygons, 18.3 Cumulative frequency graphs, 18.4 Box plots, 18.5 Histograms 19) Probability: Combined events  19.1 Addition rules for outcomes of events, 19.2 Combined events, 19.3 Tree diagrams 
19) Probability: Combined events  19.4 Independent events, 19.5 Conditional probability 20) Geometry and measures: Properties of circles  20.1 Circle theorems, 20.2 Cyclic quadrilaterals, 20.3 Tangents and chords, 20.4 Alternate segment theorem 21) Ratio, proportion and rates of change: Variation  21.1 Direct proportion, 21.2 Inverse proportion 
22) Geometry and measures: Triangles  22.1 Further 2D problems, 22.2 Further 3D problems, 22.3 Trigonometric ratios of angles between 0° and 360°, 22.4 Solving any triangle, 22.5 Using sine to find the area of any triangle 23 Algebra: Graphs  23.1 Distance–time graphs, 23.2 Velocity–time graphs, 23.3 Estimating the area under a curve, 23.4 Rates of change, 23.5 Equation of a circle, 23.6 Other graphs, 23.7 Transformation of the graph y = f(x) 24) Algebra: Algebraic fractions and functions  24.1 Algebraic fractions, 24.2 Changing the subject of a formula 
24 ) Algebra: Algebraic fractions and functions  24.3 Functions, 24.4 Composite functions, 24.5 Iteration 25) Geometry and measures: Vector geometry  25.1 Properties of vectors, 25.2 Vectors in geometry. Topic Revision and past paper practice 
GCSE Maths exams 
Knowledge & Skills 
•Students develop their problem solving techniques in the listed topics. 

Homework 

Year 11 – GCSE Higher Mathematics (Grades 46)
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 
16) Counting, accuracy, powers and surds  16.2 Estimating powers and roots, 16.3 Negative and fractional powers, 16.4 Surds, 16.5 Limits of accuracy, 16.6 Problems involving limits of accuracy, 16.7 Choices and outcomes 17) Algebra: Quadratic equations  17.1 Plotting quadratic graphs, 17.2 Solving quadratic equations by factorisation, 17.3 Solving a quadratic equation by using the quadratic formula, 17.4 Solving quadratic equations by completing the square, 17.5 The significant points of a quadratic curve

18) Statistics: Sampling and more complex diagrams  18.1 Collecting data, 18.2 Frequency polygons, 18.3 Cumulative frequency graphs, 18.4 Box plots, 18.5 Histograms 19) Probability: Combined events  19.1 Addition rules for outcomes of events, 19.2 Combined events, 19.3 Tree diagrams 
19) Probability: Combined events  19.4 Independent events, 19.5 Conditional probability 21) Ratio, proportion and rates of change: Variation  21.1 Direct proportion, 21.2 Inverse proportion 
22) Geometry and measures: Triangles  22.1 Further 2D problems, 22.2 Further 3D problems, 22.3 Trigonometric ratios of angles between 0° and 360°, 22.4 Solving any triangle, 22.5 Using sine to find the area of any triangle 23 Algebra: Graphs  23.1 Distance–time graphs, 23.2 Velocity–time graphs, 24) Algebra: Algebraic fractions and functions  24.1 Algebraic fractions, 24.2 Changing the subject of a formula 
24) Algebra: Algebraic fractions and functions  24.3 Functions, 24.4 Composite functions, 24.5 Iteration 25) Geometry and measures: Vector geometry  25.1 Properties of vectors, 25.2 Vectors in geometry. Topic Revision and past paper practice 
GCSE Maths exams 
Knowledge & Skills 
•Students develop their problem solving techniques in the listed topics. 

Homework 

Year 11– GCSE Foundation Mathematics (Grade 45)
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 
16) Ratio and proportion 16.1 Equivalent percentages, fractions and decimals, 16.2 Calculating a percentage of a quantity, 16.3 Increasing and decreasing quantities by a percentage, 16.4 Expressing one quantity as a percentage of another, 16.5 Compound measures. 17) Ratio and proportion  17.1 Compound interest and repeated percentage change, 17.2 Reverse percentage (working out the original value), 17.3 Direct proportion, 17.4 Inverse proportion. 
18) Statistics  18.1 Sampling, 18.2 Pie charts, 18.3 Scatter diagrams, 18.4 Grouped data and averages. 19) Geometry and measures  19.1 Constructing triangles, 19.2 Bisectors, 19.3 Defining a locus, 19.4 Loci problems. 20) Geometry and measures  20.1 Sectors, 20.2 Pyramids, 20.3 Cones, 20.4 Spheres. Revision and exam practice. 
21) Algebra  21.1 Patterns in number, 21.2 Number sequences, 21.3 Finding the nth term of a linear sequence, 21.4 Special sequences, 21.5 General rules from given patterns. 22) Geometry and measures  22.1 Pythagoras’ theorem, 22.2 Calculating the length of the shorter side, 22.3 Applying , Pythagoras’ theorem in reallife situations, 22.4 Pythagoras’ theorem and isosceles triangles, 22.5 Trigonometric ratios, 22.6 Calculating lengths using trigonometry, 22.7 Calculating angles using trigonometry, 22.8 Trigonometry without a calculator, 22.9 Solving problems using trigonometry, 22.10 Trigonometry and bearings, 22.11 Trigonometry and isosceles triangles. 
23) Geometry and measures  23.1 Congruent triangles, 23.2 Similarity. 24) Probability  24.1 Combined events, 24.2 Twoway tables, 24.3 Probability and Venn diagrams, 24.2 Tree diagrams. 25) Number  25.1 Powers (indices), 25.2 Rules for multiplying and dividing powers, 25.3 Standard form. 
26) Algebra  26.1 Elimination method for simultaneous equations, 26.2 Substitution method for simultaneous equations, 26.3 Balancing coefficients to solve simultaneous equations, 26.4 Using simultaneous equations to solve problems. 27) Algebra  27.1 Distancetime graphs, 27.2 Plotting quadratic graphs, 27.3 Solving quadratic equations by factorisation, 27.4 Cubic and reciprocal graphs. Revision and exam practice 
GCSE Maths exams 
Knowledge & Skills 
•Students develop their problem solving techniques in the listed topics. 

Homework 

Year 11– GCSE Foundation Mathematics (Grade 3)
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 
16) Ratio and proportion 16.1 Equivalent percentages, fractions and decimals, 16.2 Calculating a percentage of a quantity, 16.3 Increasing and decreasing quantities by a percentage, 16.4 Expressing one quantity as a percentage of another, 16.5 Compound measures. 17) Ratio and proportion  17.1 Compound interest and repeated percentage change, 17.2 Reverse percentage (working out the original value), 17.3 Direct proportion 
18) Statistics  18.2 Pie charts, 18.3 Scatter diagrams, 18.4 Grouped data and averages. 19) Geometry and measures  19.1 Constructing triangles, 19.2 Bisectors, 19.3 Defining a locus, 19.4 Loci problems. 20) Geometry and measures  20.1 Sectors, Revision and exam practice. 
21) Algebra  21.1 Patterns in number, 21.2 Number sequences, 21.3 Finding the nth term of a linear sequence, 21.4 Special sequences, 21.5 General rules from given patterns. 22) Geometry and measures  22.1 Pythagoras’ theorem, 22.2 Calculating the length of the shorter side, 22.3 Applying , Pythagoras’ theorem in reallife situations, 22.4 Pythagoras’ theorem and isosceles triangles, 22.5 Trigonometric ratios, 22.6 Calculating lengths using trigonometry, 22.7 Calculating angles using trigonometry 
23) Geometry and measures  23.1 Congruent triangles, 23.2 Similarity. 24) Probability  24.1 Combined events, 24.2 Twoway tables, 24.3 Probability and Venn diagrams, 24.2 Tree diagrams. 25) Number  25.1 Powers (indices), 25.2 Rules for multiplying and dividing powers, 25.3 Standard form. 
26) Algebra  26.1 Elimination method for simultaneous equations, equations to solve problems. 27) Algebra  27.1 Distancetime graphs, 27.2 Plotting quadratic graphs, 27.3 Solving quadratic equations by factorisation, 27.4 Plotting cubic and reciprocal graphs. Revision and exam practice 
GCSE Maths exams 
Knowledge & Skills 
•Students develop their problem solving techniques in the listed topics. 

Homework 

Year 12 – A level Mathematics
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 






Knowledge & Skills 
•Students develop their problem solving techniques in the listed topics. 

Homework 

Year 13 – A level Mathematics
Term 
Autumn 1 
Autumn 2 
Spring 1 
Spring 2 
Summer 1 
Summer 2 
Topic title 
Sequences and Series Binomial expansion Radians Trigonometric Functions 
Trigonometry and modelling Parametric equations Differentiation Numerical methods 
Integration Vectors Regression and Correlation Conditional probability Moments, Forces and Friction 
Normal Distribution Projectiles Application of forces Further Kinematics 
Revise all topics in preparation for the final exams 
N/A 
Knowledge & Skills 
Proof, Complex numbers, Matrices, Further algebra and functions, Further calculus, , Further vectors, Polar coordinates, Hyperbolic functions, Differential equations 

Homework 
