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Mathematics A Level Course

Course Format:Online Materials
Self-Study Time:Approximately 300 hours (Self-Study) + Assignments
Delivery Time:1-2 Working Days (Email)
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Mathematics A Level Course Overview:

The Mathematics A Level Course is designed to help a student’s understanding of mathematics and mathematical processes in a way that promotes confidence and fosters enjoyment. Maths is one of the biggest facilitating subjects and a good grounding in Mathematics is not only intellectually rewarding, but also essential for many higher education courses and careers.

The Maths A Level builds on the skills taught at GCSE, and whether you are getting to grips with algebra, solving real-life problems with statistics, or working on calculus and mechanics, you will develop confidence in problem-solving, clear reasoning, and data analysis.

The course covers the Pearson Edexcel 9MA0 specification, and it includes 11 assignments (one introductory).

Pearson Edexcel 9MA0 Specification

This Mathematics A Level Home Study Course prepares candidates for the Pearson Edexcel Mathematics A level (9MA0) Specification.

The Mathematics A level is assessed by three written exam papers:

  • Paper 1: Pure Mathematics 1 (Calculator) 

This paper is 2 hours and is 100 marks in total (33.33% of the total A Level).

  • Paper 2: Pure Mathematics 2 (Calculator) 

This paper is 2 hours and is 100 marks in total (33.33% of the total A Level).

  • Paper 3: Statistics and Mechanics (Calculator) 

This paper is 2 hours and is 100 marks in total (33.33% of the total A Level).

Course Format

All A Level Courses are delivered through the NEC online learning platform which is available 24/7 and where you will find everything you need to complete your studies.

The Learning Platform Includes: 

  • Your complete course materials covering the full syllabus
  • Additional study resources
  • Exam and assessment information
  • Direct communication with your tutor
  • Support from the Student Support Team
  • Connect with other learners in the portal community

As this is an online course, you will need a computer operating system, internet access and a browser. Google Chrome is recommended, but the latest versions of Mozilla Firefox, Apple Safari, and Microsoft Edge can be used. Some content will be in video format via YouTube, so a suitable internet connection is required, and you will be required to work with PDF documents during your course. If your browser does not support PDF display, you can use Adobe Acrobat Reader.

The course notes are all supplied in the course platform, and you can view example screenshots below:

Entry Requirements

There are no specific academic requirements for this course. It is recommended that the learner has previously completed GCSE or equivalent qualifications and may need prerequisite knowledge of the subject. Course materials are written in English, so a good level of written English is required. 

Please Note: The minimum age for applicants is 13 years old, and learners under 18 years old will require parental or guardian consent.

Mathematics A Level Course Syllabus

The following topics are covered:

  • Algebra 1
  • Indices and surds
  • Coordinate geometry
  • Quadratics
  • Graphs
  • Trigonometry 1

The following topics are covered:

  • Algebra 2
  • Circles
  • The binomial expansion
  • Differentiation 1
  • Exponentials and logarithms 1

The following topics are covered:

  • Trigonometry 2
  • Differentiation 2
  • Exponentials and logarithms 2
  • Integration
  • Vectors

The following topics are covered:

  • Mathematical models in statistics
  • Measures of location and spread
  • Representing data
  • Probability
  • Hypothesis testing

The following topics are covered:

  • Mathematical models in mechanics
  • Kinematics of a particle moving in a straight line
  • Forces
  • Vectors in mechanics
  • Variable acceleration

The following topics are covered:

  • Algebra 3
  • Functions and graphs
  • Trigonometry 3
  • Sequences and series

The following topics are covered:

  • Trigonometry 4
  • Sequences and series 2
  • Differentiation 3
  • Integration 2

The following topics are covered:

  • Numerical methods
  • Differentiation 4
  • Parameters
  • Integration 3
  • Differential equations

The following topics are covered:

  • Correlation and regression
  • Probability
  • The normal distribution
  • Approximations and testing

The following topics are covered:

  • Moments
  • Equilibrium 2
  • Forces and motion
  • Projectiles
  • Further kinematics

Additional Reading / Content

The below books are included as free ebooks with your course:

  • Edexcel AS and A level Mathematics Pure Mathematics Year 1/AS (Pearson, 2017). ISBN: 9781292183398
  • Edexcel AS and A level Mathematics Statistics and Mechanics Year 1/AS (Pearson, 2017). ISBN: 9781292232539
  • Edexcel AS and A level Mathematics Pure Mathematics Year 2 (Pearson, 2017). ISBN: 9781292183404
  • Edexcel AS and A level Mathematics Statistics and Mechanics Year 2 (Pearson, 2017). ISBN: 9781446944073 Via Pearson’s ActiveLearn platform.

Student Support

You will receive support from the designated Student Services team and a course tutor through the online platform. 

Student Support Team: Your first point of contact. The team ensures every student is enrolled correctly, has access to their course materials, and can log in smoothly. They will also handle any technical queries.

Tutor Support Team: Manages all academic queries. Our subject tutors provide expert marking, feedback, and guidance, helping students stay on track and motivated.

Your allocated tutor will send a welcome message via the learning platform after you have enrolled on a course and will provide support, feedback, and mark assignments as you progress through your course. All tutors are subject-qualified experts with Qualified Teacher Status (QTS) and have been teaching in a school for a minimum of 3 years, and they are also required to have an enhanced DBS. Many are experienced teachers or trainers, and several serve as examiners for major awarding bodies.

You can contact the support teams through the secure messaging platform and you can also post messages in the course forum. There is no limit on how often you can contact support.

Please Note: If a learner requires live one-to-one support from a tutor, then this can be arranged at an additional charge.

Course Duration

Registered learners have course access and are supported on each course for 2 years from their enrolment.

Please Note: We recommend that learners aiming for the Summer 2026 exams are enrolled on their course by 31 October 2025.

It may be possible to complete a course if you enrol after this date, or you are using the course as a resit guide, but we would only recommend doing this if you are confident that you have the time to complete the estimated study hours, have an understanding of the work required and have researched closing dates set by exam centres for exam entries.

A Level Examination Centres and Examination Dates

All A Level Examinations must be taken at an external examination centre registered with the appropriate Awarding Body on the set exam dates.

Finding Exam Centres:

All exams must be booked directly by the learner with an appropriate examination centre. The student support team can guarantee exam places at a partner exam centre, but they cannot guarantee which centres will be available or whether the location will be suitable for learners. If you have specific requirements regarding travel or distance from a centre, then it is recommended that you research and contact centres prior to enrolling on a course.

You can research and contact possible exam centres prior to enrolment by visiting the Joint Council for Qualifications (JCQ) private candidates page, which provides a search facility for centres in the UK. You can also try Tutors & Exams who have 9 exam centres listed and pricing is displayed on their website.

Examination Dates and fees:

A Level examinations are only available in the Summer examination window (May/June) and all examination fees need to be paid direct to your chosen centre. The cost of exams will vary depending on the Awarding Body and the exam centre's administration costs.

Each exam centre will set its own dates for when you need to have booked your exams, but the earlier you book, the better the chance you have of guaranteeing a place. We would recommend contacting centres as early as possible to arrange your exams and this can usually be done as early as September/October. Many exam centres will fill up and will have closed exam bookings by early February.

Predicted Grades & UCAS Applications

The course developer is a registered UCAS centre and can facilitate predicted grades, references and any personal statement support if required.

Each A Level Course has a minimum number of assignments required to receive predicted grades, but on average 50% of the course assignments would need to be completed to be eligible, and information on applying to universities is included on the learning platform.

For standard university entries, learners will be expected to have completed the required assignments by mid-December. Some universities will have earlier applications, and assignments may need to be completed much earlier, e.g. Oxbridge would be 15 October.

The following services are available for registered learners:

  • Official confirmation of predicted grades and a reference: £60.00

This service provides official confirmation of predicted grades for each subject and a reference. Your predicted grades and reference can be uploaded to your UCAS application either via a link (if you are applying as an individual), or via the dashboard if you are using the course developer as your UCAS centre, or they can be sent directly to another educational provider or external referee if required.

  • Official confirmation of predicted grades: £20.00

The course developer can provide official confirmation of predicted grades in PDF format which can be sent to external referees or directly to universities/colleges.

  • Personal statement review service: £45.00

A personal statement review is a chance for you to gain additional support by submitting a draft of your personal statement to one of the experienced tutors for feedback. You will be matched with one of the tutors who has a background in the area you want to study.

Quick Question

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