A-Level

Mathematics

Mathematics

Entry Criteria

Maths GCSE

Grade 7

Careers

Maths is one of the best subjects to develop analytical, research and problem-solving skills. Maths supports the study of subjects like science, engineering, IT, economics and business. Studying maths alongside essay based subjects can also help keep your options open. Maths A-Level is a must for degrees in: physics, engineering, actuarial science, economics and, of course, maths (you may also need further maths). It is recommended, sometimes required for computer science, accounting, sciences, medicine/nursing, dentistry, business, finance, architecture, geology, psychology, and even philosophy at university. A-Level maths provides a firm foundation for all scientific, technical, engineering and mathematical careers and a  flying start for many others, the list is endless. 

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Course ID
Edexcel 9MA0
Faculty
Mathematics
Department
Mathematics
Level
A-Level
Head of Faculty
M. Zaman
Head of Department
M. Hassan
Availability
Currently Studied, Offered Next Academic Year (subject to enrolment numbers)
Mathematics

Course Overview

A-Level Mathematics is an exciting and immersive course, offering students a powerful toolkit to tackle complex, real-world challenges and equipping them with the analytical skills needed to excel in various fields. Through topics like calculus, trigonometry, mechanics, and statistics, students develop a deep understanding of mathematical concepts and learn how to apply them in practical scenarios.

In Pure Mathematics, you will study at greater depths topics such as algebra and trigonometry, while exploring new areas like calculus, exponential and logarithms. These concepts go beyond the basics, revealing the depth and versatility of mathematical thought. This foundational knowledge strengthens your reasoning skills and prepares you for the applied areas of the course: Mechanics and Statistics. In Mechanics, you’ll connect mathematics to the physical world, applying concepts to understand forces, velocity, acceleration, and momentum – critical to fields like engineering and physics. You will learn to dissect real-world scenarios mathematically, preparing you for challenges in technical disciplines. Statistics, on the other hand, introduces the art and science of data, from analysing trends and distributions to applying probability, essential in today’s data-driven environment.

A-Level Mathematics is designed to help you develop problem-solving skills that are highly valued in almost any profession. You will also learn to model real-life situations mathematically, refining your approach as you encounter limitations and nuances in the modelling process. This isn’t just about numbers; it’s about developing a logical, analytical way of thinking that opens doors to countless career paths, including finance, technology, engineering, and science. With assessments at the end of each year, this course promises a rewarding journey that both challenges and equips you with invaluable skills for future academic and career success.

Course Content

Year 12

Term Unit of Work Assessment
Autumn 1 Pure Chapter 1: Algebraic expressions
Pure Chapter 2: Quadratic functions
Pure Chapter 3: Equations, Inequalities
Pure Chapter 5: Straight line graphs
Pure Chapter 6: Circles
End of chapter skills and application tests.
Autumn 2 Pure Chapter 4: Graphs and Transformation
Pure Chapter 7: Algebraic methods
Pure Chapter 8: The binomial expansion
Pure Chapter 9; Trigonometric ratios and graphs
Pure Chapter 10: Trigonometric identities and equations
Pure Chapter 11: Vectors
Pure Chapter 12: Differentiation
End of chapters skills and application tests.
Spring 1 Pure Chapter 13: Integration
Pure Chapter 14: Exponentials and Logarithms

Start statistics and mechanics
Statistics: Chapter 1: Data Collection
Statistics: Chapter 2: Measures of location and spread

Mechanics: Chapter 8: Modelling in mechanics
Mechanics: Chapter 9: Constant acceleration

End of chapters skills and application tests.

Chapter assessments for each statistics and mechanics chapters.

Spring 2 Statistics: Chapter 3 – Representation of data
Statistics: Chapter 4 – Correlation
Statistics: Chapter 5 – Probability

Mechanics: Chapter 9 – Constant acceleration (continued)
Mechanics: Chapter 10 – Forces and motion

Chapter assessments for each statistics and mechanics chapters.
Summer 1 Statistics: Chapter 6 – Statistical distribution.
Statistics: Chapter 7 – Hypothesis testing.

Mechanics: Chapter 11 – Variable acceleration.

Chapter assessments for each statistics and mechanics chapters.
Summer 2

Revision and Mock exams

Start Year 13 work
Chapter 1: Algebra and partial fractions
Chapter 2: Functions and graphs.

Year 12 End of year exams.

Paper 1: Pure paper.
Paper 2: Statistics and
mechanics.

 

Year 13

Term Unit of Work Assessment
Autumn 1 Pure Chapter 3: Sequences and Series
Pure Chapter 4: Binomial expansion
Pure Chapter 5: Radians
Pure Chapter 6: Trigonometric functions
End of chapters skills and application tests.
Autumn 2 Pure Chapter 7: Trigonometry and modelling
Pure Chapter 8: Parametric equations
Pure Chapter 9: Differentiation
Pure Chapter 10: Numerical methods
Pure Chapter 11: Integration
End of chapters skills and application tests.
Spring 1 Mock exams
Pure Chapter 12: vectors

Start statistics and mechanics
Statistics Chapter 1: Regression, correlation and hypothesis testing
Statistics Chapter 2: Conditional probability
Mechanics Chapter 4: Moments
Mechanics Chapter 5: Forces and Friction

Pure Paper 1.
End of chapter skills and application tests.

Chapter assessments for each statistics and mechanics chapters.

Spring 2 Statistics Chapter 3: The normal distribution
Mechanics Chapter 6: Projectiles
Mechanics Chapter 7: Applications of forces
Mechanics Chapter 8: Further Kinematics
Chapter assessments for each statistics and mechanics chapters.
Summer 1 Revision in preparation for the summer exams.  
Summer 2 ‘A’ Level Examination. ‘A’ Level Examination.

 

Extended Learning

Year 12

Websites Read Visit or Watch Extra
Exam Solutions; Active Learn; Maths Watch; Maths Genie. Textbooks used: Edexcel AS and A level Mathematics Pure Year 1 and Statistics and Mechanics Year 1 Edexcel (pearson); Revision Guides and Practice books. Video clips relevant to the topics from exam solutions and/or Mathswatch.  

 

Year 13

Websites Read Visit or Watch Extra
Exam Solutions; Active Learn; Maths Watch; Maths Genie. Textbooks used: Edexcel AS and A level Mathematics Pure Year 1 and Statistics and Mechanics Year 1 Edexcel (pearson); Revision Guides and Practice books. Video clips relevant to the topics from exam solutions and/or Mathswatch.