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Fast Track A Level Maths by OBA School

Fast Track A Level Maths Online | 8 Months Course | Made Simple For You

Master A Level Maths at your own pace with engaging tutorial videos, auto-graded practice questions, enriched with illustrations and interactive elements that you can revisit anytime, in addition to end-of-chapter tests, and dedicated tutor support. Flexible, efficient, and designed for fast track success.

We offer Edexcel, AQA and OCR specifications.

 Guaranteed Grade B to A* 

Else, we refund you!

Fast Track A Level Maths Online Course – Complete Your Course in Under 8 Months

  • Experience a fully flexible, online fast track A Level Maths learning journey designed to help you succeed — wherever you are.

  • Learn through expert-led video tutorials featuring clear illustrations and step-by-step explanations.

  • Access interactive practice questions, end-of-chapter tests, and dedicated tutor support throughout the course.

  • Study at your own pace — revisit lessons anytime and reinforce your understanding.

  • Instantly track your progress with auto-graded feedback to help you stay on target.

  • Whether you’re:

    • juggling work,

    • retaking your A Levels, or

    • returning to education — our platform fits easily into your lifestyle.

  • OBA School’s high pass rates and student-focused approach have made us one of the UK’s leading online A Level providers.

  • With OBA School, fast track A Level Maths is not just achievable — it's motivating, manageable, and built for your success.

Take the first step today with OBA School and move closer to your academic goals.

Total Course Fee: GBP 288

About Our Fast Track A Level Maths Online Course 

Below are some sample tutorials from our Fast Track A Level Maths online tutorials that can only be found at OBA School's eLearning platform

Differentiation-1.30 Differentiating Functions with Two or More Terms-Fns with Two or More terms ex1
02:54
Differentiation - 1.29 Differentiating Functions with Two or More Terms - Introduction
01:27
Differentiation - 1.2 Gradients of Curves - Gradients of Curves - Example 1
01:23
Differentiation - 1.1 Gradients of curves - Gradients of Curves -Introduction
05:50
Exponentials & Logarithms - 1.3 Exponential Functions – Example 2
04:10
Exponentials & Logarithms - 1.2 Exponential Functions – Example 1
06:01
Exponentials & Logarithms - 1.1 Exponential Functions – Introduction
03:27
Exponentials & Logarithms - 1.10 y= e^x – Differentiating Exponential Functions
03:23
Statistical Distribution – 1.2 Probability Distributions – Example 1
03:46
Statistical Distribution – 1.3 Probability Distributions - Example 2
01:15
Hypothesis Testing – 1.1 Hypothesis Testing – Hypothesis Testing Introduction 1
05:29
Hypothesis Testing – 1.3 Hypothesis Testing – Example 1
01:35
Hypothesis Testing – 1.2 Hypothesis Testing – Hypothesis Testing Introduction 2
04:33
Forces and Motion - 1.40 Connected Particles - Example 1
03:47
A-level Mechanics Y1 Revision - Forces and Motion - Pulleys - Example 4
02:07
Forces and Motion - 1.39 Connected Particles - Introduction2
02:46
Differentiation - 1.15 The Chain Rule - Differentiating the Chain Rule ex 6
05:03
Integration - 1.28 Integration by Parts - Integration by Parts ex6
04:24
Differentiating - 1.2 Differentiating sin x and cos x - Differentiating sin x and cos x intro 2
01:35
Differentiating - 1.1 Differentiating sin x and cos x - Differentiating sin x and cos x intro 1
07:59
Trigonometry & Modelling – 1.25 Proving Trigonometric Identities – Example 3
09:24
Trigonometry & Modelling – 1.21 Simplifying a Cos X ± B Sin X – Example 3
02:52
Trigonometry & Modelling – 1.8 Using the Angle Addition Formulae – Example 3
02:03
Trigonometry & Modelling – 1.10 Double-angle Formulae – Example 2
04:14
Further Kinematics - 1.27 Variable Acceleration in One Dimension – Example 8
04:47
Further Kinematics - 1.15 Vectors in Kinematics – Example 12
05:15
Further Kinematics - 1.12 Vectors in Kinematics – Example 9
08:07
Further Kinematics - 1.28 Differentiating Vectors - Introduction
01:20
The Normal Distribution – 1.26 Finding µ and σ - Example 3
07:32
The Normal Distribution – 1.10 The Standard Normal Distribution - Introduction 1
04:38
A-level Statistics Y2 Revision - The Inverse Normal Distribution Function – Example 1
04:26
The Normal Distribution – 1.6 The Inverse Normal Distribution Function – Introduction 1
01:31

What Makes Our Fast Track A Level Maths Course the Right Choice for You

  • UCAS Predicted Grades Support

  • A weekly live-lesson of the student choice for 12 times 

  • A full digital self-paced learning course including:

 

  1.  Full coverage of the curriculum through tutorial videos

  2.  Auto-graded Practice Questions for each chapter

  3.  Handouts 

  4.  End of Chapter Tests

  5.  Unlimited tutor support through Emails & on-demand meeting 

  6.  Follow Your Own Pace + Start the Course Any Time

 

  • Tutor supported course

  • 12 Months Subscription

  • The fee for sitting your exams is not included in your course fee, however, we'll support you getting 12% discount if you decide to sit your exam with 'Tutors & Exams' exam centre based on our partnership with them.

Experience Flexibility and Peace of mind with us!

You can cancel your subscription at anytime and come back later to resume from where you stopped, without any additional charges. 

Beware of online courses with low monthly instalment, like ‘£5 a month’ or ‘Start now and pay later!’

You might unknowingly sign up for a plan that requires you to pay the entire course fees or instalments through a third-party financial institution, even if you drop out after 14 days. Once the cooling-off period ends, you're still obligated to pay until last installment.

With OBA School, your payments stop immediately if you cancel your subscription!

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Frequently asked questions

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Find information about the exams & assessment for our A level Maths online Edexcel and AQA course

UCAS - OBA School

Why it's matter to you to know that
We're a registered UCAS Centre

Being a UCAS Registered Centre provides the following advantages to our students:

  • We provide you with predicted grades and reference;

  • You can make your UCAS undergraduate applications through us;

  • As a distance-learning student, you're considered by the British universities as a private candidate. Being our student means there's no difference between your application and a full-time student's application since we're a UCAS registered centre;

  • We'll provide you with support and guidance throughout your UCAS application process, in an official capacity;

Sign Up to Our Fast track A level Maths Online Course and Build Confidence for Your University Journey

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