Curriculum: A'Level
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 Curriculum: A'Level
A'Level Mathematics
Throughout Year 12, skills gained from the GCSE will be revisited and extended before applying them to the new content. When students move into Year 13 they will take their new knowledge, extending this further and applying it.
To see the specification in full and how this will be assessed please visit the AQA website here.
Year 12  Year 13 
Pure  Surds and Indices
 Quadratics
 Equations and Inequalities
 Polynomials
 Graphs
 Coordinate Geometry
 Differentiation
 Integration
 Binomial Expansion
 Exponentials and Logarithms
 Vectors
 Proof
 Pure  Proof
 Further Algebra
 Sequences and Series
 Functions
 Trigonometry
 Trigonometric Identities
 Differentiation
 Integration
 Differential Equations
 Parametric Equations
 Numerical Methods

Statistics  Data Collection
 Data Processing and Interpretation
 Probability
 Binomial Distribution
 Hypothesis Testing
 Statistics  Conditional Probability
 Discrete Random Variables
 Normal Distribution
 Hypothesis Testing
 Bivariate Data

Mechanics  Kinematics
 Forces and Newton's Laws of Motion
 Variable Acceleration
 Mechanics  Kinematics in Two Dimensions
 Forces and Motion in Two Dimensions
 Moments of Forces
 Projectiles
 Friction

A'Level Further maths
A'Level Further Maths will build on the skills, knowledge and understanding already gained through the GCSE and A'Level Mathematics.
Students must take A'Level Mathematics in order to take Further Maths.
To see the specification in full and how this will be assessed please visit the AQA website here.
Year 12  Year 13 
Pure  Matrices and Transformations
 Complex Numbers and Loci of Complex Numbers
 Roots of Polynomials
 Conics
 Hyperbolic Functions
 Sequences and Series
 Proof by Induction
 Volumes of Revolution
 Polar Coordinates
 Rational Functions and Further Algebra
 Vectors and 3D Space
 Pure  Vectors
 Matrices
 Conics
 Series and Induction
 Further Algebra and graphs
 Further Calculus
 Polar Coordinates
 Series and Limits
 Hyperbolic Functions
 Further Integration
 First Order Differential Equations
 Numerical Methods
 Complex Numbers
 Second Order Differential Equations

Mechanics  Work, Energy and Power
 Impulse and Momentum
 Circular motion
 Hooke’s Law
 Dimensional Analysis
 Mechanics  Work Energy and Power
 Impulse and Momentum
 Circular Motion with Variable Speed
 Moments of Forces
 Centre of Mass

Discrete  Graphs
 Networks
 Linear Programming
 Critical Path Analysis
 Network Flows
 Binary Operations
 Discrete  Graphs
 Networks
 Linear Programing
 Critical Path Analysis
 Network Flows
 Game Theory
 Group Theory
