Core Maths

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Applications for Fulston Manor School Sixth Form will open on Monday, 2nd November. Please apply via Kent Choices. Our course information is available on Kent Choices and our website.

Applications close on 21st July 2027. If you have any questions please contact our Sixth Form team on sixthform@fulstonmanor.kent.sch.uk.

We look forward to hearing from you!

*Please note that final course details will be updated in due course; these will be available in our prospectus, available at our Open Evening*

The skills developed through the study of maths are in high demand from employers and universities. In

addition to developing the ability to solve problems and think logically, the study of maths provides

opportunities to develop team working skills, resilience, effective communication of complex ideas and the

ability to use your own initiative.

Core Maths is a level 3 qualification, equivalent in size to an AS Level qualification. It is designed for students

who have passed GCSE Maths at grade 4 and above and who want to keep their valuable maths skills up to date

in preparation for employment or university, but who are not planning on studying AS/A Level Mathematics.

Core Maths attracts up to 20 UCAS points, which can help to achieve the entry requirements for entry to an

undergraduate degree course.

AIMS OF THE COURSE

 To enable a student to acquire further mathematical knowledge essential to Higher Education.

 To develop the understanding of mathematics and mathematical processes in a way that promotes confidence

and fosters enjoyment.

COURSE STRUCTURE AND CONTENT

Mathematical context includes:

 Applications of Statistics

 Probability

 Linear Programming

 Sequences and Growth

Assessment is by externally assessed examination. There is no coursework content for this qualification.

Paper 1: Comprehension

Paper 2: Applications

ENTRY REQUIREMENTS

To be accepted on these courses a student should have at least 5 GCSEs at grades 9 - 5 (or equivalent). Due to the

mathematical content of the course, we recommend having gained a grade 5 In GCSE Mathematics or above.