Once you have signed up for your A level Mathematics course, you will get:
 LearnOnline Welcome Pack
 24/7 access to the LearnOnline training platform
 All learning documentation (including text books)
 A dedicated course tutor
 Tutormarked assignments + feedback
 Priority tutor support (including Skype)
 Tutormarked past papers
 UCAS application support – for when you apply to university
Tutor Support
The most important part of your online A level MEI Mathematics course (apart from you) is your dedicated tutor. All our tutors have extensive academic experience and have all taught A level Mathematics in the classroom as well as online. You will be assigned your tutor as soon as you enrol on your course who will support you during your studies. You can contact your tutor via email, Skype or telephone with any questions.
What you learn – Course Structure
 Core Mathematics 1 (C1)
 Mathematical Processes and Language
 Algebra
 Coordinate geometry
 Polynomials
 Curve Sketching
 Core Mathematics 2 (C2)
 Sequences and Series
 Exponentials and logarithms
 Trigonometry
 Calculus – Differentiation
 Calculus – Integration
 Curve Sketching
 Core Mathematics 3 (C3)
 Proof
 Logarithms and exponentials
 Further Functions and Curve sketching
 Further Differentiation
 Further Integration
 Numerical solutions
 Core Mathematics 4 (C4)
 Further Algebra
 Further Trigonometry
 Trigonometry
 Parametric Equations
 Further Integration techniques
 Vectors
 Coordinate geometry
 Differential equations
 Mechanics 1 (M1)
 Mathematical modelling in mechanics
 Kinematics of particles
 Force
 Newton’s Law of Motion
 Projectiles
 Vectors
 Statistics 1 (S1)
 Exploring Data
 Linear Coding
 Data Presentation
 Probabilities
 Variables
 Bionomial Distribution
 One & Two Tail Tests
 Measures of Central Tendency and Spread
Assessments
Your A level MEI Mathematics course contains a number of assignments which your dedicated course tutor will mark and give you valuable feedback on throughout your study.
Examinations
Paper 1: Core Mathematics 1 (C1)

Mathematical Processes and Language

Algebra

Coordinate geometry

Polynomials

Curve Sketching
72 marks
1 hour and 30 minutes – written paper
Paper 2: Core Mathematics 2 (C2)
 Sequences and Series
 Exponentials and logarithms
 Trigonometry
 Calculus – Differentiation
 Calculus – Integration
 Curve Sketching
72 marks
1 hour and 30 minutes – written paper
Paper 3: Mechanics 1 (M1)
 Mathematical modelling in mechanics
 Kinematics of particles
 Force
 Newton’s Law of Motion
 Projectiles
 Vectors
72 marks
1 hour and 30 minutes – written paper
Paper 4: Core Mathematics 3 (C3)
 Proof
 Logarithms and exponentials
 Further Functions and Curve sketching
 Further Differentiation
 Further Integration
 Numerical solutions
72 marks
1 hour and 30 minutes – written paper
Coursework : Advanced Mathematics (C3): Solution of Equations by Numerical Methods
Paper 5: Core Mathematics 4 (C4) – Applications of Advanced Mathematics
 Further Algebra
 Further Trigonometry
 Trigonometry
 Parametric Equations
 Further Integration techniques
 Vectors
 Coordinate geometry
 Differential equations
72 marks
1 hour and 30 minutes – written paper
Paper 6: Statistics 1 (S1)
 Exploring Data
 Linear Coding
 Data Presentation
 Probabilities
 Variables
 Bionomial Distribution
 One & Two Tail Tests
 Measures of Central Tendency and Spread
72 marks
1 hour and 30 minutes – written paper
Arranging Your Exams
Students are required to arrange and pay for their examinations themselves
(we can arrange for you to sit your exams at Pembrokeshire College if you wish).
Students must check with the relevant examination board for final examination dates.
You will need to register for your exams at least 3 months prior to exam dates.
Text Books
You will receive the following text books as part of your LearnOnline course – these books are valued at over £75
MEI AS Pure Mathematics (C1, C2)
Hodder Education
ISBN 9780340813973
MEI Mechanics (M1)
Hodder Education
ISBN 9780340814000
MEI A2 Pure Mathematics (C3, C4)
Hodder Education
ISBN 9780340888513
MEI Statistics (S1)
Hodder Education
ISBN 9780340813997
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