The Ins and Outs of Studying A Level Maths Online

The Ins and Outs of Studying A Level Maths Online

In an era where educational flexibility is paramount, Cambridge Home School Online (CHS) offers a comprehensive A Level Mathematics course designed to prepare students for higher education and professional success. As part of CHS’s esteemed online curriculum, this course ensures students not only meet but exceed the academic thresholds required by top universities worldwide.

Course Specification and Recognition

Specification: CAIE 9709 Mathematics
Qualification: A Level Mathematics
Duration: 2 years

Recognised globally, an A Level in Mathematics from CHS is accepted by prestigious institutions, including Oxford, Cambridge, Harvard, and Yale. This broad acceptance underscores the course’s rigor and the high esteem in which it is held, marking it as an essential qualification for aspiring undergraduates.

Entry Requirements and Career Pathways

Entry Requirements

To enrol in A Level Mathematics, students must have achieved at least Level 7 / Grade A in (I)GCSE Mathematics or its equivalent. This prerequisite ensures that all participants have a solid foundation in mathematics, ready to tackle more advanced concepts.

Career Pathways

A Level Mathematics is indispensable for fields such as:

  • Engineering
  • Physics
  • Chemistry
  • Economics
  • Medicine
  • Dentistry
  • Veterinary Science

Additionally, it benefits those pursuing apprenticeships in sectors like Accounting and Technology. The skills developed through this course, including problem-solving and data analysis, are invaluable across numerous disciplines.

Course Structure and Content

The A Level Mathematics course offered by Cambridge Home School Online is meticulously structured to ensure comprehensive coverage of essential mathematical concepts and techniques, preparing students for a wide array of academic and professional fields. Here’s an expanded look into the content and structure over the two-year programme:

Year 1: Building a Solid Foundation

The first year focuses on developing a robust foundation in pure mathematics and an introduction to mechanics, which are critical for complex problem-solving and analytical thinking in advanced studies.

Pure Mathematics 1 (Pure 1)

  • Quadratics and Functions: Students explore the properties and applications of quadratic equations and various functions, which are pivotal in many fields of science and engineering.
  • Coordinate Geometry: This topic covers the study of geometric figures through the Cartesian coordinates, essential for solving real-world spatial problems.
  • Circular Measure and Trigonometry: These units introduce measurements in radians and trigonometric functions, laying the groundwork for later topics in engineering and physics.
  • Series: Students learn about the sum of sequences, which is fundamental in calculus and financial mathematics.
  • Differentiation and Integration: These are cornerstone concepts in calculus, focusing on rates of change and the accumulation of quantities, respectively.


  • Velocity and Acceleration: Basic concepts of motion are covered, crucial for studies in physics and engineering.
  • Force and Motion in One Dimension: Students learn to apply Newton’s laws to predict the motion of objects.
  • Friction and Connected Particles: These topics introduce forces in practical contexts, such as engineering systems and everyday physics problems.
  • Momentum, Work, and Energy: Understanding these concepts is essential for fields like mechanical engineering and physical sciences.

Year 2: Advanced Topics and Applications

In the second year, the course content deepens with advanced topics in pure mathematics and expands into further mechanics and statistics, designed to enhance analytical skills and prepare students for specialised university courses.

Pure Mathematics 2 & 3 (Pure 2 & 3)

  • Further Algebra and Functions: Advanced algebraic techniques and more complex functions are explored, increasing students’ problem-solving abilities.
  • Logarithmic and Exponential Functions: These are vital for understanding growth processes in biology and economics.
  • Further Calculus (Differentiation and Integration): More sophisticated techniques are introduced, including integration by parts and differential equations.
  • Vectors and Complex Numbers: These topics extend students’ mathematical repertoire, essential for physics and engineering degrees.

Probability and Statistics

  • Representation of Data: Students learn to effectively summarise and interpret data, which is crucial in fields like economics and social sciences.
  • Probability Distributions: This includes studies on how probabilities are distributed across events, foundational for statistics and risk analysis.
  • The Normal Distribution: Understanding this continuous probability distribution is critical for statistics used in quality control and finance.


  • Projectiles and Circular Motion: These units apply physics principles to motion in two dimensions, relevant for engineering and technology.
  • Hooke’s Law and Linear Motion: Explores spring forces and more detailed aspects of motion, important for mechanical engineering.

Practical Implementation

Each topic is approached with a balance of theoretical instruction and practical application. A typical lesson may involve:

  • Interactive Lectures: Where foundational theories and concepts are introduced and discussed.
  • Problem-Solving Sessions: Students engage with real-world mathematical problems, enhancing their application and analytical skills.
  • Group Work: Encouraging collaboration to solve complex problems, reflecting real-world scenarios where teamwork is often essential.

Through this comprehensive curriculum, students are not only prepared for their A Level examinations but are also equipped with the mathematical understanding necessary for further education and career success in a variety of fields.

Learning Environment and Resources

Classroom Dynamics

Class sizes are kept small, with no more than 8 students, to foster an intimate learning environment where each student receives individual attention. The lessons are a blend of lectures and interactive problem-solving sessions, essential for mastering the intricacies of A Level Mathematics.

Equipment and Materials

  • Essential: Scientific calculator, graphics tablet and stylus, lined paper, ruler, protractor, and drawing compass.
  • Recommended Technology: Printer and scanner for submitting assignments.
  • Online Platform: Microsoft Teams, serving both as a virtual classroom and an interactive platform for students and teachers.

Homework and Assessment

Students are expected to complete weekly homework and participate in regular assessments, including internal exams and mock tests, to track and enhance their understanding and performance.

Extra-Curricular Opportunities

CHS offers various mathematical competitions, like the Teddy Rocks Maths Essay Competition, providing students not just academic skills but also the chance to engage competitively and collaboratively in their field of study.


Choosing A Level Mathematics at CHS is more than an academic decision; it’s a step towards future academic and professional opportunities. With comprehensive content, expert teaching, and a supportive environment, students are well-equipped to succeed in their studies and beyond.

By enrolling in this course, students gain not only mathematical knowledge but also critical life skills that prepare them for the challenges of university education and professional undertakings. Whether aiming for a career in science, engineering, or economics, A Level Mathematics serves as a cornerstone for success.


What qualifications do I need to enrol in the A Level Mathematics course at CHS?

To enrol in the A Level Mathematics course at Cambridge Home School Online, you must have achieved at least a Level 7 or Grade A in (I)GCSE Mathematics or its equivalent. This ensures that all students have the necessary foundational skills to tackle the advanced mathematical concepts covered in the course.

What career paths can A Level Mathematics lead to?

A Level Mathematics is crucial for pursuing university degrees in Engineering, Physics, Chemistry, Economics, Medicine, Dentistry, and Veterinary Science. It is also valuable for apprenticeships in Accounting, Engineering, Technology, and more, providing essential problem-solving and analytical skills.

What topics are covered in the first year of the A Level Mathematics course?

The first year of the A Level Mathematics course focuses on building a solid foundation in Pure Mathematics and an introduction to Mechanics. Topics include Quadratics, Functions, Coordinate Geometry, Circular Measure, Trigonometry, Series, Differentiation, Integration, Velocity and Acceleration, Force and Motion, Friction, and Energy Concepts.

How does CHS support students in their study of A Level Mathematics?

Cambridge Home School Online supports A Level Mathematics students through small class sizes, interactive lectures, and problem-solving sessions. Students also engage in group work to solve complex problems and have access to a virtual classroom and interaction platform via Microsoft Teams.

Are there any extra-curricular opportunities available for students studying A Level Mathematics at CHS?

Yes, CHS offers various mathematical competitions, such as the Teddy Rocks Maths Essay Competition organised by Oxford University. These opportunities allow students to apply their mathematical skills in competitive and collaborative environments, enhancing both their academic and interpersonal skills.