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Claremont High School Academy

Key Stage 5 Maths

Key Stage 5 Coordinator:

Mr M Mervana

At Claremont, students will follow the Edexcel A- level Mathematics syllabus.

At Claremont the entry requirement for A level Maths is a grade 7 or above.

The qualification enables students to:

  • understand mathematics and mathematical processes in a way that promotes confidence, fosters enjoyment and provides a strong foundation for progress to further study
  • apply mathematics in other fields of study and be aware of the relevance of mathematics to the world of work and to situations in society in general
  • use their mathematical knowledge to make logical and reasoned decisions in solving problems both within pure mathematics and in a variety of contexts, and communicate the mathematical rationale for these decisions clearly
  • recognise when mathematics can be used to analyse and solve a problem in context
  • represent situations mathematically and understand the relationship between problems in context and mathematical models that may be applied to solve them
  • read and comprehend articles concerning applications of mathematics and communicate their understanding
  • take increasing responsibility for their own learning and the evaluation of their own mathematical development.

  • EXAM STRUCTURE: Mathematics A Level

Students will sit 3 exams.

Each paper is 2 hours long and worth 100 marks each.

Paper 1: Pure Mathematics 1

Paper 2: Pure Mathematics 2

Paper 3: Applied Mathematics

 

There is a huge amount of modelling and problem solving required for success in A Level Mathematics. In addition to excellent teaching we provide pupils with access to a variety of online resources to support their learning, including a full electronic copy of the main textbook used to support the course.

Course Content

Year 12 Maths

Year 12 Topics Covered Assessments
Autumn Term P1 - Algebraic Expressions  
P2 - Quadratics  
P3 - Equations and Inequalities Topic assessments after each topic
P4 - Graphs and Transformations  
P5 - Straight line graphs Cumulative Assessment at end of Half Term
P6 - Circles  
P7 - Algebraic Methods December Mock Exam
P8 - Binomial Expansion  
P9 - Trigonometric Ratios  
P10 - Trig Identities and Equations  
P12 - Differentiation  
Spring Term P14 - Exponentials and Logarithms  
P13 - Integration  
P11 - Vectors  
A1 - Data collection  
A2 - Measures of location and spread Topic assessments after each topic
A4 - Correlation  
A3 - Representation of Data Cumulative Assessment at end of Half Term
A5 - Probability  
A8 - Modelling in mechanics  
A9 - Constant acceleration  
A10 - Forces and Motion  
Summer Term A6 - Statistical distributions  
A7 - Hypothesis testing Topic assessments after each topic
A11 – Variable acceleration  
P1 - Algebraic methods Cumulative Assessment at end of Half Term
P2 - Functions and graphs  
P4 - Binomial Expansion End of Year Exams (UCAS Predictions)
P5 - Radians  

 Year 12 Maths Overview

 Year 13 Maths

Year 13 Topics Covered Assessments
Autumn Term P6 - Trig Functions  
P7 - Trig and Modelling  
P8 - Parametric Equations Topic assessments after each topic
P9 - Differentiation  
P10 - Numerical Methods Cumulative Assessment at end of Half Term
P11 - Integration  
P3 - Sequences and Series November Mock
P12 - Vectors  
A4 - Moments  
Spring Term A1 - Regression, Hypothesis  
A2 - Conditional Probability    
A5 - Forces and Friction Topic assessments after each topic
A6 - Projectiles  
A7 - Application of Forces Cumulative Assessment at end of Half Term
A2 - Conditional Probability  
A3 - Normal Distribution February Mock Exam
A8 - Further Kinematics  
Summer Term Revision  
Final A Level Exams
 
Year 13 Maths Overview

  • EXAM STRUCTURE: Further Mathematics A Level

 

At Claremont, students will follow the Edexcel Further Maths syllabus.

At Claremont the entry requirement for A level Further Maths is a grade 8 or above.

Students sitting the Further Mathematics A Level will be taught in a separate group for their Maths and Further Maths. The structure of the course means that they will cover the entirety of the Maths A Level in Year 12, and then the entirety of the Further Maths A Level in Year 13. There will also be an opportunity for students to sit their final A Level Maths exam in Year 12.

In addition to the A Level Maths exam,

Students will sit 4 exams.

Each paper is 2 hours long and worth 75 marks each.

Paper 1: Core Pure Mathematics 1(Required)

Paper 2: Core Pure Mathematics 2 (Required)

Paper 3 and 4: Two of; Further Mechanics 1, Further Statistics 1, Decision Mathematics 1

Course Content

Year 12 Further Mathematics (A Level Maths Content)

Year 12 Topics Covered Assessments
Autumn Term P1 - Algebraic Expressions  
P2 - Quadratics  
P3 - Equations and Inequalities  
P4 - Graphs and Transformations  
P5 - Straight line graphs  
P6 - Circles  
P7 - Algebraic Methods  
P8 - Binomial Expansion Topic assessments after each topic
P9 - Trigonometric Ratios  
P10 - Trig Identities and Equations Cumulative Assessment at end of Half Term
P11 - Vectors  
P12 - Differentiation December Mock Exam
A11 - Variable Acceleration  
A1 - Data Collection  
A2 - Measures of Location and Spread  
A3 - Representation of Data  
A4 - Correlation  
A5 - Probability  
A6 - Statistical Distribution  
A7 - Hypothesis Testing  
A8 - Modelling in Mechanics  
A9 - Constant Acceleration  
A10 - Forces and Motion  
A11 - Variable Acceleration  
Spring Term P1 - Algebraic Methods  
P2 - Functions and Graphs  
P3 - Sequences and Series  
P4 - Binomial Expansion  
P5 - Radians  
P6 - Trigonometric Functions  
P7 - Trig and Modelling  
P8 - Parametric Equations Topic assessments after each topic
P9 - Differentiation  
P11 - Integration Cumulative Assessment at end of Half Term
A1 - Correlation  
A2 - Conditional Probability  
A3 - Normal Distribution  
A4 - Moments  
A5 - Forces and Friction  
A6 - Projectiles  
Summer Term P10 - Numerical Methods  
P12 - Vectors  
A7 - Application of Forces  
A8 - Further Kinematics  
CP1 – Complex Numbers Topic assessments after each topic
CP2 – Argand Diagrams  
CP3 - Series Cumulative Assessment at end of Half Term
CP5 - Volumes of Revolution  
D1 – Algorithms End of Year Exams (UCAS Predictions)
D2 – Graphs and Networks  
D3 – Algorithms on Graphs Opportunity to take A Level Maths Exam
D4 – Route Inspection  
D5 – The travelling Salesman problem  
D6 – Linear Programming  
D7 – This simplex algorithm  
D8 - Critical Path Analysis  

 Year 12 Further Maths Overview

 Year 13 Further Mathematics

Year 13 Topics Covered Assessments
Autumn Term CP4 – Roots of Polynomials  
CP8 – Proof by Induction  
CP9 – Vectors  
CP6 – Matrices  
CP7 – Linear Transformations  
FM3 – Elastic Strings and Springs  
FS1 – Discrete Random Variables  
FS2 – Poisson Distribution Topic assessments after each topic
FS3 – Geo/Neg Binomial Dist  
FS4 – Hypothesis Testing Cumulative Assessment at end of Half Term
FS5 – Central Limit Theorem  
FS6 – Chi-Squared Tests November Mock Exam
CP1 – Complex Numbers  
CP2 – Series  
CP3 – Methods in Calculus  
CP4 – Volumes of Revolution  
CP5 – Polar Coordinates  
Spring Term CP6 – Hyperbolic Functions  
CP7 – Methods in Differential Eqs Topic assessments after each topic
CP8 – Modelling with Differential Eqs  
FS7 – Probability Generating Functions Cumulative Assessment at end of Half Term
FS8 – Quality of Tests  
FM4 – Elastic Collisions in 1D February Mock Exam
FM5 – Elastic Collisions in 2D
Summer Term Revision  
Final A Level Exams
 
Year 13 Further Maths - Core Pure
Year 13 Further Maths - Further MechanicsYear 13 Further Maths - Further Statistics Year 13 Further Maths - Decision Maths