Study A Level Mathematics (9709) Online

Explore mathematics from algebra to probability, quadratics, trigonometry, coordinate geometry, integration, building problem-solving and reasoning skills to analyse and predict patterns in the world around us.

Videos for Each Mathematics Lesson

Simplify learning with Interactive Videos

Our A Level Mathematics videos use animations to break down important and difficult topics, making it easier for you to grasp complex topics.

  • End-of-lesson quiz after completion of the video
  • In-depth visual explanation of each lesson
  • Diagnostic Report to identify your strengths and weaknesses
Video Overview

Overview

CAIE A Level Mathematics (9709) provides a deep understanding of pure mathematics like quadratics, trigonometry, coordinate geometry, algebra, logarithmic and exponential functions, integration, equipping students with the analytical and practical skills essential for careers in engineering, data science, computer science, finance, and research.

Whether you’re preparing for AS or A2 Level, our A Level Mathematics online course supports your learning with structured topic-wise video lessons, teacher-prepared Revision Notes, Topical Past Paper questions, a complete Learning Guide, and access to expert Tutor Support from experienced Mathematics teachers.

Exam Board

Cambridge Assessment International Examination

Hours of Study

Learn at your own pace

Approx. 480 hours plus time for assignments

Mode of Study

100% online learning

Level

AS and A2 Level

Revision Notes

Revision Notes for Each Lesson of Mathematics

Prepared by our Subject Tutors, these downloadable notes for A-Level Mathematics provide a summarised content for each important topic, perfect for a quick 5-minute revision.

  • Notes available for A Levels subjects
  • Summarised content of important topics
  • Diagrams to understand complex topics
  • Teacher-made notes
  • Download PDF for Free
Browse Your Notes

Course Content

  • Paper 1
  • 1.1 Quadratics
  • 1.2 Functions
  • 1.3 Coordinate geometry
  • 1.4 Circular measure
  • 1.5 Trigonometry
  • 1.6 Series
  • 1.7 Differentiation
  • 1.8 Integration
  • Paper 2
  • 2.1 Algebra
  • 2.2 Logarithmic and exponential functions
  • 2.3 Trigonometry
  • 2.4 Differentiation
  • 2.5 Integration
  • 2.6 Numerical solution of equations
  • Paper 3
  • 3.1 Algebra
  • 3.2 Logarithmic and exponential functions
  • 3.3 Trigonometry
  • 3.4 Differentiation
  • 3.5 Integration
  • 3.6 Numerical solution of equations
  • 3.7 Vectors
  • 3.8 Differential equations
  • 3.9 Complex numbers

AS Level candidates also study practical skills.

  • Paper 4
  • 4.1 Forces and equilibrium
  • 4.2 Kinematics of motion in a straight line
  • 4.3 Momentum
  • 4.4 Newton's laws of motion
  • 4.5 Energy, work and power
  • Paper 5
  • 5.1 Representation of data
  • 5.2 Permutations and combinations
  • 5.3 Probability
  • 5.4 Discrete random variables
  • 5.5 The normal distribution
  • Paper 6
  • 6.1 The Poisson distribution
  • 6.2 Linear combinations of random variables
  • 6.3 Continuous random variables
  • 6.4 Sampling and estimation
  • 6.5 Hypothesis tests

A Level candidates also study practical skills.

Course Content

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Assessments & exams

    Assessments & exams

  • This course will assess your understanding across several papers:
  • Paper 1: This is a 1-hour and 50-minute written examination that covers questions based on the core Pure Mathematics 1 topics, including quadratics, functions, coordinate geometry, circular measure, trigonometry, differentiation, integration, and series.
  • Paper 2: This is a 1-hour and 15-minute written exam that focuses on Pure Mathematics 2 topics such as algebra, trigonometry, logarithmic and exponential functions, integration, differentiation, and numerical solutions.
  • Paper 3: This is a 1-hour and 50-minute written examination that covers advanced questions based on Pure Mathematics 3 topics like algebra, logarithmic and exponential functions, trigonometry, differentiation, integration, complex numbers, and vectors.
  • Paper 4: This is a 1-hour and 15-minute written examination that focuses on Mechanics. It tests your understanding of motions, forces, Newton’s laws of motion, energy, and momentum.
  • Paper 5: This is a 1-hour and 15-minute written examination based on Probability and Statistics 1, without involving the knowledge of advanced algebraic methods from Pure Mathematics 1. It covers topics such as data representation, probability, permutations, combinations, and normal distribution.
  • Paper 6: This is a 1-hour and 15-minute written examination paper that covers advanced topics of Probability and Statistics 2, such as poisson distribution, linear combination of random variables, continuous random variables, sampling, and hypothesis testing.

Mock exams

Practice exam-style questions for Mathematics from our pool of Mock paper questions to assess your understanding of the topic.

Diagnostic Report

Uncover your learning gaps and areas you need to improve with our Diagnostic Report for free.

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