 The Mathematics Department aims to equip all students with the tools solve problems and think analytically. We want all students to leave with the skills to carry out day to day activities that involve the use of mathematics.  Students will benefit from experienced, passionate teachers who enjoy their subject and have an invested interest in getting the most out of their god given talents.

## KEY STAGE 3

### YEAR 7

 Autumn Term 1 Sequences, functions and graphs Perimeter and area  Collecting data and probability Place value, integers and calculations Autumn Term 2 Place value, integers and calculations Equations and formulae Lines, angles and shapes Fractions, decimals and percentages Spring Term 1 Place value, calculations, calculator methods, measures Integers, powers and roots Sequences, functions and graphs Construction Spring Term 2 Interpreting data Fractions, decimals and percentages Equations and formulae Fractions, decimals and percentages Summer Term 1 Transformations Probability and Representing data Summer Term 2 Place value, calculator methods, Fractions, decimals and percentages, solving problems Sequences, functions and graphs Equations and formulae Shapes

### PLEASE note: Although some of the topics featured in the year 8 scheme have the same topic names as year 7, they are a progression in difficulty and level.

Autumn Term 1

• Special Numbers & Sequences
• Angle Rules & Constructions
• Probability

Autumn Term 2

• FDP
• Equations & Functions
• Area & Volume
• Calculations

Spring Term 1

##### ·Calculations
• Transformations & Geometrical Reasoning

Spring Term 2

• Equations & Formulae
• Collecting, Interpreting & Analysing data
##### · Approximation of Calculations

Summer Term 1

• Equations & Expressions
• Scale Drawing, Construction & Loci
• Ratio & Proportion
• SOLVING PROBLEMS 2

Summer Term 2

• Collect, present, interpret & Probability
• Functions & Graphs
• 2-D& 3-D Shapes

## KEY STAGE 4

### YEAR 9. Depending on set your students will be learning some if not all of the following.

Autumn Term 1

• Indices
• Calculating with negative numbers
• Decimals
• Rounding and estimation
• Fractions
• Percentages
• Writing algebraic expressions and substitution
• Simplifying algebraic expressions and expanding brackets
• Factorising
• Solving linear equations

Autumn Term 2

• Properties of angles
• Collecting data
• Representing data
• Probability

Spring Term 1

• Percentages 2
• Ratio and Proportion
• Graphs and equations
• Expressions and equations
• Linear sequences

Spring Term 2

• Units
##### ·3D shapes, surface area and volume
• Transformation and coordinates
• Representing and processing data and averages

Summer Term 1

• Indices  and standard form
• Speed, Distance, Time
• Inequalities
• Rearranging a formula

Summer Term 2

• Trigonometry
• Statistics
• Probability
• Construction and loci

### Year 10 Higher:

 Autumn1 Properties of numbers including indices Decimals, four operations. Rounding and estimation Fractions, four operations Percentages Substitutions and formulae Simplifying algebraic expressions Expanding single and double brackets Factorising Autumn 2 Solving equations including fractional Angles Angles in polygons Bearing Ratio and proportion / speed distance time graphs Similar shapes Spring 1 Presenting and processing data Averages from tables Area of rectilinear s Volume of prisms Spring 2 Pythagoras including 3D Trigonometry and trigonometric ratios Using the sine and the cosine rules Circle theorems Summer 1 Equation of a straight line Transformation Algebra: Changing the subject of a formula Quadratic equations Standard forms and surds Summer 2 Construction and loci Probability Upper and lower bounds Simplifying algebraic fractions Solving equations containing fractions Vectors

### Year 10 Foundation:

 Autumn1 Numbers properties including simple indices Decimals Rounding and estimation Fractions Percentages Ratio and proportion Autumn 2 Forming algebraic expressions Substitution Simplifying and expanding Forming and solving equations Inequalities Linear sequences Spring 1 Perimeter and area of rectilinear Area and circumference of a circle Surface area  and volume of prisms Spring 2 Angles Angles in quadrilaterals Angles in polygons Bearing Construction Summer 1 Pythagoras Collecting and processing data Scatter graphs Averages from tables Estimated mean Summer 2 Probability Representing linear functions graphically Representing and solving inequalities Transformation

### Year 11 -Higher

 Autumn1 Inequalities and formula Graphs and equations Simultaneous equations Quadratics Autumn 2 Quadratics Area and volume Line and scatter graphs Indices Standard form Spring 1 Surds Similar shapes Direct and inverse proportion probability Spring 2 Probability Pythagoras and trigs Trigonometry (non right angle_ Vectors Transformation Algebraic fractions Summer 1 Proof Circle geometry

### Year 11 Foundation

 Autumn1 Numbers properties including simple indices Decimals Rounding and estimation Fractions Percentages Ratio and proportion Autumn 2 Forming algebraic expressions Substitution Linear graphing Simplifying and expanding Forming and solving equations Inequalities Linear sequences Spring 1 Perimeter and area of rectilinear Area and circumference of a circle Surface area  and volume of prisms Angles Spring 2 Angles in quadrilaterals   Angles in polygons Bearing Construction Transformation Summer 1 Estimated mean Probability

## SIXTH FORM

### YEAR 12 – edexcel (AS level)

 Autumn Term 1 Algebra and Quadratics Equations AND Inequalities Sketching Curves Mathematical Modelling  Representing Data- Location Representing Data-Dispersion Representing Data Autumn Term 2 Coordinate Geometry  Sequences and Series Differentiation Integration Probability Correlation Spring Term 1 Algebra Sine and cosine  Exponentials  Coordinate Geometry  Binomial Expansion  Regression Discrete Random Variables Normal Distribution Spring Term 2 Radians and Sectors  Geometric Sequence Trig Graphs and Trig Identities  Differentiation Integration Summer Term 1 Revision Summer Term 2 Beginning A2 topics (Trigonometry)

### YEAR 13– edexcel (a level)

 Autumn Term 1 Algebraic Fractions Functions Exponential Functions Mathematical Modelling Kinematics Autumn Term 2 Numerical Methods Transformations of Graphs Trigonometry 1 & 2 Differentiation Dynamics Spring Term 1 Partial Fractions Coordinate Geometry Binomial Expansion Differentiation Statics Moments Spring Term 2 Vectors in Calculus Vectors in Mechanics Integration Summer Term 1 Revision