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Online Further Maths Education Auditorium

Further Maths A level Online Course

The easiest Further Maths A level online course, simply because each lesson is covered with extensive rich tutorial videos enriched with illustrations & interactivities that you can watch as much as you’d like & whenever you’d like. All of which is supported with abundant amount of auto-graded practice questions, end of chapter tests, and generous tutor support to make your study a breeze. With OBA School students high passing rate, you can have rest of mind that you’re at the right place!

Watch AS level Sample Tutorial Videos

Watch AS level Sample Tutorial Videos

Why to Study Further Maths A level Online With us?

Our Further Maths A level online course are designed to broaden and deepen students mathematical knowledge and skills. It’ll significantly enhance fluency and confidence in handling Mathematical problems needed in higher education & it’s a recommended qualifications if you’re thinking of studying a mathematics-related degree such as engineering, robotics, physics, computer science or Mathematics at university. Further mathematics qualifications usually lead to better paid and more exciting careers & usually is highly regarded by employers.

Subscribe £27 per month * 8 AS-level

Subscribe £35 per month * 8 A-level

About Our Further Maths A level Online Course

Academic & Career Path

Our online Further Maths A level course can facilitate university admission to a large number of degrees ranging from computer science, mathematics, most engineering branches, physics in particular and any science subject in general, economics, accounting, medical Sciences, statistics, or any maths-based course.

Exam-board & Entry Requirements

The course follows PEARSON Edexcel specifications

- Course and Exam Code: 9FM0

Having studied & passed successfully the GCSE Maths Higher with grades between 6 and 9 would make you’re a-level study in biology easier, however, academically that’s not a binding condition.

Course Content of the Further Maths A level

For online AS level Further Maths

Core Pure Mathematics 1
Further Statistics 1
Further Mechanics 1

For online Further Maths A level

Core Pure Mathematics 2
Further Statistics 2
Further Mechanics 2

Duration of the Course

The duration of each of our AS-level or A2-level courses is 12 months. That’s 24 months collectively, however, student has the flexibility to finish it earlier.

Each of the AS-level or A2-level needs approximately 300-study hours; hence you may estimate the time needed for completing your course as below:

For 12 months study plan: you would need 6 hours a week per 1 subject.
For 9 months study plan: you would need about 8 hours a week per 1 subject.

Below are some sample tutorials from our course that have been designed and produced by our tutorials that can only be found at OBA School's eLearning platform

Further Mech Y1 Momentum as a Vector Introduction.mp4

02:19

Further Mech Y1 Momentum as a Vector Introduction.mp4

Further Mech Y1 Hooke's Law and Dynamics Problems Example 2.mp4

03:44

Further Mech Y1 Hooke's Law and Dynamics Problems Example 2.mp4

Further Mech Y1 Successive Oblique Impacts Introduction.mp4

02:21

Further Mech Y1 Successive Oblique Impacts Introduction.mp4

Further Mech Y1 Successive Oblique Impacts Example 2.mp4

04:06

Further Mech Y1 Successive Oblique Impacts Example 2.mp4

Further Mech Y1 Successive Oblique Impacts Example 3.mp4

08:14

Further Mech Y1 Successive Oblique Impacts Example 3.mp4

Further Pure Y2 Differentiating the Inverse Trigonometric Functions Intro.mp4

02:30

Further Pure Y2 Differentiating the Inverse Trigonometric Functions Intro.mp4

Further Pure Y2 Differentiating the Inverse Trigonometric Functions Example 3.mp4

02:51

Further Pure Y2 Differentiating the Inverse Trigonometric Functions Example 3.mp4

Edexcel FPMC1 - Complex Numbers - Imaginary and Complex Numbers - Complex Real and Imaginary Ex 1

02:11

Edexcel FPMC1 - Complex Numbers - Imaginary and Complex Numbers - Complex Real and Imaginary Ex 1

FPMC1 Ch1.1 Complex Numbers - Imaginary and Complex Numbers - Complex Real and Imaginary Example 1. To watch all tutorials of this topic, visit our website at: https://www.education-auditorium.co.uk/further-maths-as-level

Further Statistics Y1 Testing for the Mean of a Poisson Distribution Example 1.mp4

01:40

Further Statistics Y1 Testing for the Mean of a Poisson Distribution Example 1.mp4

Further Statistics Y1 Testing for the Mean of a Poisson Distribution Example 2.mp4

01:29

Further Statistics Y1 Testing for the Mean of a Poisson Distribution Example 2.mp4

Further Stats Y1 Adding Poisson Distributions.mp4

01:57

Further Stats Y1 Adding Poisson Distributions.mp4

Further Statistics Year 1 Probability Generating Functions 2 Standard Distributions Example 2.mp4

03:32

Further Statistics Year 1 Probability Generating Functions 2 Standard Distributions Example 2.mp4

Further Statistics Y1 The Negative Binomial Distribution Example 2.mp4

02:49

Further Statistics Y1 The Negative Binomial Distribution Example 2.mp4

Further Statistics Year 1 Probability Generating Functions 1 PGFs Example 3.mp4

01:40

Further Statistics Year 1 Probability Generating Functions 1 PGFs Example 3.mp4

Further Statistics Year 1 Chi Squared 1 Goodness of Fit Example 2.mp4

03:47

Further Statistics Year 1 Chi Squared 1 Goodness of Fit Example 2.mp4

Further Statistics Year 1 Probability Generating Functions 1 PGFs Intro.mp4

03:14

Further Statistics Year 1 Probability Generating Functions 1 PGFs Intro.mp4

Further Mech Y1 Successive Oblique Impacts Example 2.mp4

04:06

Further Mech Y1 Successive Oblique Impacts Example 2.mp4

Further Mech Y1 Hooke's Law and Dynamics Problems Example 2.mp4

03:44

Further Mech Y1 Hooke's Law and Dynamics Problems Example 2.mp4

Further Mech Y1 Hooke's Law and Dynamics Problems Introduction.mp4

02:08

Further Mech Y1 Hooke's Law and Dynamics Problems Introduction.mp4

Further Mech Y1 Momentum as a Vector Introduction.mp4

02:19

Further Mech Y1 Momentum as a Vector Introduction.mp4

Further Mech Y1 Direct Collision with a Smooth Plane Example 2.mp4

02:06

Further Mech Y1 Direct Collision with a Smooth Plane Example 2.mp4

Further Mech Y1 Direct Collision with a Smooth Plane Introduction.mp4

00:59

Further Mech Y1 Direct Collision with a Smooth Plane Introduction.mp4

Further Pure Y2 Simple Harmonic Motion Example 3.mp4

04:04

Further Pure Y2 Simple Harmonic Motion Example 3.mp4

Furtherv Pure Y2 Modelling with First Order Differential Equations Example 3.mp4

06:07

Furtherv Pure Y2 Modelling with First Order Differential Equations Example 3.mp4

Further Pure Y2 Modelling with First Order Differential Equations Intro.mp4

00:57

Further Pure Y2 Modelling with First Order Differential Equations Intro.mp4

Furtherv Pure Y2 Modelling with First Order Differential Equations Example 1.mp4

03:49

Furtherv Pure Y2 Modelling with First Order Differential Equations Example 1.mp4

Further Pure Y2 Coupled First Order Simultaneous Differential Equations Example 1.mp4

08:28

Further Pure Y2 Coupled First Order Simultaneous Differential Equations Example 1.mp4

Furtherv Pure Y2 Modelling with First Order Differential Equations Example 2.mp4

09:35

Furtherv Pure Y2 Modelling with First Order Differential Equations Example 2.mp4

Further Pure Y2 Improper Integrals Example 3.mp4

04:59

Further Pure Y2 Improper Integrals Example 3.mp4

Further Pure Y2 Differentiating the Inverse Trigonometric Functions Example 1.mp4

03:44

Further Pure Y2 Differentiating the Inverse Trigonometric Functions Example 1.mp4

Further Statistics Year 2 Estimators Further Hypothesis Tests 3 F Distribution 4 Example 2.mp4

02:19

Further Statistics Year 2 Estimators Further Hypothesis Tests 3 F Distribution 4 Example 2.mp4

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 1 Mean of a Normal Distribution with Unknown Variance Example 2.mp4

01:38

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 1 Mean of a Normal Distribution with Unknown Variance Example 2.mp4

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 6 Hypothesis Tests for the Difference Between Means Example 2.mp4

04:16

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 6 Hypothesis Tests for the Difference Between Means Example 2.mp4

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 5 Difference Between Means of Independent Normal Distributions Example 2.mp4

03:28

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 5 Difference Between Means of Independent Normal Distributions Example 2.mp4

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 2 Confidence Interval for the Mean of Normal Distribution with Unknown Variance Intro.mp4

02:56

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 2 Confidence Interval for the Mean of Normal Distribution with Unknown Variance Intro.mp4

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 1 Mean of a Normal Distribution with Unknown Variance Example 1.mp4

02:33

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 1 Mean of a Normal Distribution with Unknown Variance Example 1.mp4

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 3 Hypothesis Test for the Mean of a Normal Distribution with Unknown Variance Example 2.mp4

03:51

Further Statistics Year 2 Confidence Intervals and Tests Using the t Distribution 3 Hypothesis Test for the Mean of a Normal Distribution with Unknown Variance Example 2.mp4

Further Statistics Year 2 Modelling with the Continuous Uniform Distribution Example 1.mp4

03:00

Further Statistics Year 2 Modelling with the Continuous Uniform Distribution Example 1.mp4

Further Mechanics Y2 Frameworks in Equilibrium Introduction.mp4

02:46

Further Mechanics Y2 Frameworks in Equilibrium Introduction.mp4

Further Mechanics Y2 Non Uniform Composite Laminas and Frameworks Introduction.mp4

01:40

Further Mechanics Y2 Non Uniform Composite Laminas and Frameworks Introduction.mp4

Further Mechanics Y2 Horizontal Oscillation Introduction.mp4

02:35

Further Mechanics Y2 Horizontal Oscillation Introduction.mp4

Further Mechanics Y2 Non Uniform Composite Laminas and Frameworks Example 2.mp4

02:25

Further Mechanics Y2 Non Uniform Composite Laminas and Frameworks Example 2.mp4

Further Mechanics Y2 Non Uniform Composite Laminas and Frameworks Example 1.mp4

04:26

Further Mechanics Y2 Non Uniform Composite Laminas and Frameworks Example 1.mp4

Further Mechanics Y2 Horizontal Oscillation Example 3.mp4

07:53

Further Mechanics Y2 Horizontal Oscillation Example 3.mp4

Further Mechanics Y2 Frameworks in Equilibrium Example 1.mp4

07:06

Further Mechanics Y2 Frameworks in Equilibrium Example 1.mp4

Y2 Mechanics Further Kinematics Intro.mp4

01:30

Y2 Mechanics Further Kinematics Intro.mp4

Why to Choose us?

Find out why to choose us!

The advantages of joining our Online Further Maths A level Course!

1- Every lesson is delivered through a set of tutorial videos that contains extensive explanations, illustrations & simulations

2- Loads of auto-graded practice questions for each topic

3- End-of-chapter-test for each topic

4- The courses are topic-formats in line with the book's content

5- The courses comes in topic formats in line with the book

6- Speed up or slow down your study in complete autonomy

7- A personal tutor will be dedicated to follow up with you

8- Unlimited tutor's support by email

9- Online meetings with the tutor or headteacher upon request

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!

FAQ - Frequently Asked Questions About Our Further Maths A level Online Courses

Our Further Maths A level Tutorial Videos Increase Your Skills Retention & Confidence to Perform Well in Exams!

Our Online Further Maths A level course offers an extensive range of digital resources for those looking to learn at home. Our service to you include but not limited to tutorial videos, interactive simulations, auto-graded practice questions, end-of-chapter-tests and more. All of these resources are designed to help you to develop a deeper understanding of Further Maths concepts and to better prepare you for the final exam & your university study ultimately

Subscribe £27 per month * 12 AS-level

Subscribe £33 per month * 12 A-level

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

Exams & Assessments

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:

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;

Online-GCSE-Maths-Foundation-OBA-School-UK

If what you're looking for is Maths private tutoring Not a course, then we can offer you with an exceptional solution! We offer an inexpensive alternative costs as little as £10 a month through our Maths eLearning.

Find More About Our Maths Private Tutor Inexpensive Alternative.

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