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Further Mathematics A Level

Hinchingbrooke School

Brampton Road, Huntingdon, Cambridgeshire, PE29 3BN

GCE A/AS Level or Equivalent
Level 3
Science and Mathematics

Available start dates

Available start dates

Tuesday, 01 September 2026
Hinchingbrooke School
2 Year(s)
Full time
Daytime/working hours

Application Instructions

Applicants will only be considered once all the application information has been completed including predicted and/or actual grades and references.

Applicants with non-UK qualifications, for example, overseas qualifications, will be required to have the equivalence of their qualifications verified by UK ENIC (the wider European title for national recognition agencies www.enic.org.uk) who will charge the you a fee for providing this ‘Statement of Comparability’. If you are unable to gain a Statement of Comparability, we reserve the right to withdraw your application due to the lack of comparable grade evidence. We are required to ensure that students are eligible for ESFA funding, which is guaranteed if they are living with a parent who: Has British citizenship and/or; Has a right of abode/leave to enter the UK and/or; Has a relevant work permit/visa and/or; Is a foreign diplomat.

Please provide any outstanding documentary evidence in relation to the above. Applications from students who are not eligible for ESFA funding will have their application withdrawn by the school. The school does not hold a licence to support applicants with Home Office Tier 4 Student Visa status.

Course Summary

Why Study Further Maths?

Further Maths is a unique A Level that offers students who have traditionally excelled in Mathematics the chance to look even deeper at key mathematical principles. You earn two distinct A Level qualifications: one in A Level Mathematics and one in A Level Further Mathematics.

There are several reasons why students should consider studying Further Mathematics:

• If you enjoy Mathematics then what is not to like about doing more of it! The Further Mathematics course offers the greatest insight into what real mathematics is about and develops the subject to provide a fuller understanding of both its applied and abstract nature. The extra mathematics practice/lessons also really help to consolidate success in the single A Level Mathematics qualification.

• Students wanting to study Mathematics or Engineering at a top university will generally have been expected to have studied Further Mathematics at A Level. Students applying for these courses who have not studied Further Mathematics are at a disadvantage.

• The content in Further Mathematics often overlaps with first year degree courses in several related disciplines such as Chemistry, Physics and Economics. Students who have already covered this content in the sixth form have an advantage over those that have not.

• Despite its unique place in post 16 education, Further Mathematics is still in the top 15 of the most popular A Level subjects taken by students.


Course Details

What Does The Course Involve?

Students studying A Level Further Mathematics are taught a bespoke course in a separate class that covers all of the content for A Level Mathematics alongside the extra content for Further Mathematics. Students studying Further Mathematics need to have excellent algebraic skills and a love for the abstract nature of the subject. As in A Level Mathematics, you will be expected to do a lot of written work, presented so that others can understand clearly what you are trying to do. You will need to be able to think clearly, remember methods you have met and understood and be able to apply them to new situations. You will be expected to talk about your

work, with your friends and with your teacher and to be able to apply mathematics to practical situations, sometimes called modelling.

All students studying Further Mathematics will cover the A Level Mathematics Course, plus a second A Level of which 50% is pure mathematics (complex numbers, further calculus, hyperbolic functions, matrices and differential equations) and the other 50% is split equally between mechanics and statistics, building on the topics covered in the single A Level. Students are recommended to have an approved graphical calculator.

All students take a baseline test on the enrolment day in September that’s heavily based on transition work. We use the information gathered to identify weaknesses for a targeted start to a successful course.


How will it be delivered and assessed?

How Will I Be Assessed?

Exam Board: OCR – 100% exam - papers at the end of Year 13

Entry requirements

What Are The Entry Requirements?

To qualify for a place in Sixth Form, you must achieve five GCSEs at grade 5 or above, including Maths and either English Language or Literature or five GCSEs at grade 5 or above, plus at least a grade 4 in Maths and English Language or Literature.

You cannot study Further Maths without studying for ‘A’ Level Maths.

For this course: The entry requirement is GCSE grade 8 in Maths

Your next steps...

Leading To A Career In?

Mathematics is key to most scientific disciplines so it could lead onto higher education courses in science related subjects as well as Mathematics, Engineering, Computer Science and Economics. With further training, you could go into a job related to Mathematics such as an Accountant, Engineer, Financial Adviser, Business Manager, Software Engineer or Teacher. You could also go straight into a job as the ‘A’ Level is a recognised qualification that will help you develop the skills, understanding and knowledge that many employers across lots of industries are looking for.



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