Mathematics

Level 3
Further Education
Armagh Campus
CCEA

Overview

Studying A-Level Mathematics will help students develop the ability to reason logically and check the accuracy and validity of their work, thereby making it a well-respected subject for entry to many careers in which you would not be using the subject content directly as well as those in which mathematics is mandatory.

Student's will enhance their analytical and problem-solving skills whilst appreciating the relevance of mathematics in everyday life and in other fields of study.

The content covers pure mathematics, mechanics and statistics and provides a suitable background for further study of mathematics as a main subject or subsidiary part of a degree, foundation degree or professional qualification.

Guidance for A-Level Applicants

A-Level applicants can apply for these courses on either a full-time or part-time (day) basis.
Applicants can view A-Level subject combinations on page 3 of the A-Level Academy Booklet. Please note that combinations listed are for guidance and may be subject to change.
The entry requirements for each A-Level subject for 2024-25, can be found on page 2 of the A-Level Academy Booklet. Subject entry requirements can also be found on each subject page in the A-Level courses section of the website.
Eligibility and success in securing a place in the A-Level Academy is dependent upon applicants meeting the entry requirements for all A-Level subjects applied for.
Attendance at a Pre-Enrolment Advice Session (PEAS) is compulsory for all A-Level applicants.
Subject choice and selection will only be made during attendance at PEAS.
Conditional Offers of places may be made at PEAS, including confirmation of subject choices. Conditional Offers will only become Firm Offers when the results of examinations are provided and that they meet the entry requirements for the course.

Attendance at Individual Pre-Entry Advice Sessions (IPEAS) is required. These interviews may take place either on campus, via telephone or video call (Microsoft Teams) and will play an important role in the selection of all courses.

For applicants who are at least 16 years of age on or before 1st July in the year of proposed entry to the course and who have recently been in education to key stage 4, must have one of the following:

Applicants wishing to study 3 A-Levels must have achieved 5 GCSEs at Grade C. It is desirable that these should include GCSE English Language Grade C and GCSE Mathematics Grade B or above.
Applicants wishing to study 4 A-Levels must have achieved 6 GCSEs at Grade B. It is essential that these include GCSE English Language Grade C and GCSE Mathematics Grade B or above.
Leaving Certificate – a profile equivalent to 14 points (of which 4 subjects must be achieved at Grade C3 or better at Ordinary Level) pre-2017. From 2017, 4 subjects must be achieved at 04 or better at Ordinary Level.
Attendance at IPEAS or GPEAS is essential in the selection of candidates in all courses.
Applicants wishing to study an A-Level in Mathematics must have obtained GCSE Mathematics Grade B or above.

AS Content	Assessment	Weighting
Unit 1: Pure Mathematics	External written exam 1 hour 45 minutes	60% of AS 24% of A-Level
Unit 2: Applied Mathematics	External written exam 1 hour 15 minutes	40% of AS 16% of A-Level
A2 Content	Assessment	Weighting
Unit 1: Pure Mathematics	External written exam 2 hours 30 minutes	36% of A-Level
Unit 2: Applied Mathematics	External written exam 1 hour 30 minutes	24% of A-Level

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All assessment is through external examinations as outlined in the section above.

Student’s studying A-Levels Mathematics may wish to progress onto a range of higher education courses study.

Studying Mathematics A-Level opens up a range of careers including; accountancy, financial services, engineering, economics, law, medicine, teaching, architecture and computing.