A Level Mathematics Distance Learning Online Course Home Study

Description

This A Level Mathematics provides the techniques in Algebra, Geometry, Trigonometry and Calculus that form the fundamental building blocks of further study in a variety of subjects including Science and Engineering. You will also find this course extremely valuable if you are looking for a progression route for further training whilst employed.

There are three papers for A’ Level each totalling 2 hours long.

Support

The course will be delivered online including Tutor Support for two years. All assignments are marked by one of our professional Tutors who will offer regular feedback and guide you through your course. Postal assignments cannot be accepted without prior permission from the tutor and you must have access to email in order to contact your Tutor.

Throughout your course, you'll have the support of a Tutor to guide you. Additionally, you can reach out to the Student Support Team for help with any other questions you may have. You can be assured that you will receive unlimited support for your home study course, so there is no need to struggle or feel isolated during your studies.

Assessment

The course contains a number of assignments which your tutor will mark and give you valuable feedback on. You will also have access to a range of online resources.

Students will be required to arrange and pay for their examinations at an approved centre when an examination forms part of the course. We can provide an extensive list of these centres for you.

Whats included?

Students will be provided with logins for the student portal where they will find all the study materials they need to complete their course. They will also be provided with an e-textbook to assist them in completing their assignments.

Students will be provided with a Tutor who will help guide them through their course, and their Tutor will expect them to submit a number of assignments in order that their progress can be monitored. These assignments will be graded for them and feedback provided. You will also be able to ask the Tutor any questions about the course or for more help if needed. Once their course has been completed, they will then be allocated practice exam papers to ensure that they are familiar with the procedure and layout of their exams. Learners will be expected to complete these under exam conditions (i.e.. stick to the time scales allowed and try to find somewhere quiet), their Tutor can then provide them with a grade and feedback. More practice papers can be provided if required.

Fees

Course fees for payment in full include:

Assessment and feedback on all assignments.
Access to your personal Tutor via our online portal.
Access to a range of online resources, student materials, assessments, assignments, eBooks etc
Practice exam papers to prepare you for the real thing.
Help with UCAS application if attending University.
Tutor references and predicted grades once a satisfactory amount of work has been completed.
Help finding an exam centre for you to sit your exam.

AQA

Specification codes:

AS Level Mathematics 7356

A Level Mathematics 7357

AQA exams: June

AQA Study Hours: 300 – 360 hours

This A’ Level Mathematics course is ideal for anyone wishing to gain a knowledge and understanding of this subject or for anyone who wishes to study at a higher level at University and gain UCAS points. You will also find this course extremely valuable if you are looking for a progression route for further training whilst employed.

This course is designed to develop students’ understanding of mathematics and mathematical processes whilst promoting confidence.

AS Topics:

A: Proof
B: Algebra and functions
C: Coordinate geometry in the ( x , y ) plane
D: Sequences and series
E: Trigonometry
F: Exponentials and logarithms
G: Differentiation
H: Integration
J: Vectors
K: Statistical sampling
L: Data presentation and interpretation
M: Probability
N: Statistical distributions
O: Statistical hypothesis testing
P: Quantities and units in mechanics
Q: Kinematics
R: Forces and Newton’s laws

A Level Topics:

A: Proof
B: Algebra and functions
C: Coordinate geometry in the ( x , y ) plane
D: Sequences and series
E: Trigonometry
F: Exponentials and logarithms
G: Differentiation
H: Integration
J: Vectors
K: Statistical sampling
L: Data presentation and interpretation
M: Probability
N: Statistical distributions
O: Statistical hypothesis testing
P: Quantities and units in mechanics
Q: Kinematics
R: Forces and Newton’s laws
S: Moments

Exams

AS Assessments:

Paper 1:

Written Examination: 1 hour 30 minutes

Availability: June

Assessment Overview: A mix of question styles, from short, single-mark questions to multi-step problems covering the following sections:

A: Proof
B: Algebra and functions
C: Coordinate geometry
D: Sequences and series
E: Trigonometry
F: Exponentials and logarithms
G: Differentiation
H: Integration
J: Vectors
P: Quantities and units in mechanics
Q: Kinematics
R: Forces and Newton’s laws

80 marks

50% of AS

Paper 2:

Written Examination: 1 hour 30 minutes

Availability: June

Assessment Overview: A mix of question styles, from short, single-mark questions to multi-step problems covering the following sections:

A: Proof
B: Algebra and functions
C: Coordinate geometry
D: Sequences and series
E: Trigonometry
F: Exponentials and logarithms
G: Differentiation
H: Integration
K: Statistical sampling
L: Data presentation and interpretation
M: Probability
N: Statistical distributions
O: Statistical hypothesis testing

80 marks

50 % of AS

A Level Assessments:

Paper 1:

Written Examination: 2 hours

Availability: June

Assessment Overview: A mix of question styles, from short, single-mark questions to multi-step problems covering the following sections:

A: Proof
B: Algebra and functions
C: Coordinate geometry
D: Sequences and series
E: Trigonometry
F: Exponentials and logarithms
G: Differentiation
H: Integration
I: Numerical methods

100 marks

33.3% of A Level

Paper 2:

Written Examination: 2 hours

Availability: June

Assessment Overview: A mix of question styles, from short, single-mark questions to multi-step problems covering any content from paper 1 and:

J: Vectors
P: Quantities and units in mechanics
Q: Kinematics
R: Forces and Newton’s laws
S: Moments

100 marks

33.3% of A Level

Paper 3:

Written Examination: 2 hours

Availability: June

Assessment Overview:

A mix of question styles, from short, single-mark questions to multi-steps problems covering any content from Paper 1 and:

K: Statistical sampling
L: Data presentation and interpretation
M: Probability
N: Statistical distributions
O: Statistical hypothesis testing

100 marks

33.3% of A Level

Cambridge Exam Board

Awarding Body: Cambridge

Course Code: 9709

Exams: June and November (March in India only)

Study Hours: 300 – 360 hours

This International A’ Level Mathematics Course with Cambridge develops a set of transferable skills. These include the skill of working with mathematical information, as well as the ability to think logically and independently, consider accuracy, model situations mathematically, analyse results and reflect on findings.

Learners can apply these skills across a wide range of subjects and these skills will equip you well for progression to higher education or directly into employment.

The key concepts for Cambridge International AS & A Level Mathematics are:

Problem solving

Mathematics is fundamentally problem solving and representing systems and models in different ways. These include:

Algebra: this is an essential tool which supports and expresses mathematical reasoning and provides a means to generalise across a number of contexts.
Geometrical techniques: algebraic representations also describe a spatial relationship, which gives us a new way to understand a situation.
Calculus: this is a fundamental element which describes change in dynamic situations and underlines the links between functions and graphs.
Mechanical models: these explain and predict how particles and objects move or remain stable under the influence of forces.
Statistical methods: these are used to quantify and model aspects of the world around us. Probability theory predicts how chance events might proceed, and whether assumptions about chance are justified by evidence.

Communication

Mathematical proof and reasoning is expressed using algebra and notation so that others can follow each line of reasoning and confirm its completeness and accuracy. Mathematical notation is universal. Each solution is structured, but proof and problem solving also invite creative and original thinking.

Mathematical modelling

Mathematical modelling can be applied to many different situations and problems, leading to predictions and solutions. A variety of mathematical content areas and techniques may be required to create the model. Once the model has been created and applied, the results can be interpreted to give predictions and information about the real world.

Modules:

Pure Mathematics 1 (Paper 1)

Quadratics
Functions
Coordinate geometry
Circular measure
Trigonometry
Series
Differentiation
Integration

Pure Mathematics 2 (Paper 2)

Algebra
Logarithmic and exponential functions
Trigonometry
Differentiation
Integration
Numerical solution of equations

Pure Mathematics 3 (Paper 3)

Algebra
Logarithmic and exponential functions
Trigonometry
Differentiation
Integration
Numerical solution of equations
Vectors
Differential equations
Complex numbers

Mechanics (Paper 4)

Forces and equilibrium
Kinematics of motion in a straight line
Momentum
Newton’s laws of motion
Energy, work and power

Probability & Statistics 1 (Paper 5)

Representation of data
Permutations and combinations
Probability
Discrete random variables
The normal distribution

Probability & Statistics 2 (Paper 6)

The Poisson distribution
Linear combinations of random variables
Continuous random variables
Sampling and estimation
Hypothesis tests

There are six components that can be combined in specific ways (please see below for details):

Paper 1: Pure Mathematics 1

Paper 2: Pure Mathematics 2

Paper 3: Pure Mathematics 3

Paper 4: Mechanics

Paper 5: Probability & Statistics 1

Paper 6: Probability & Statistics 2

All AS Level candidates take two written papers. All A Level candidates take four written papers.

The Cambridge International AS Level Mathematics qualification offers three different options:

Pure Mathematics only (Paper 1 and Paper 2) or

Pure Mathematics and Mechanics (Paper 1 and Paper 4) or

Pure Mathematics and Probability & Statistics (Paper 1 and Paper 5)

Please note, the Pure-Mathematics-only option (Paper 1 and Paper 2) leads to an AS Level only and cannot be used as a staged route to a full A Level. Candidates who have taken Paper 1 and Paper 2 at AS Level and then wish to complete a full A Level would need to retake Paper 1 alongside three other components. These should be chosen from the specific combinations below.

The Cambridge International A Level Mathematics qualification offers two different options:

Pure Mathematics, Mechanics and Probability & Statistics (Papers 1, 3, 4 and 5) or

Pure Mathematics and Probability & Statistics (Papers 1, 3, 5 and 6).