Our main minimum entry criteria are as follows:
- a GCSE profile broadly equivalent* to four subjects at grade 6 and four at grade 5, including English Language and Maths
- the specific grade requirements for chosen A level subjects, as specified in our prospectus and here.
* The equivalence of GCSE profiles is based on our ‘admissions score’, as detailed below.
How we calculate and use our ‘admissions score’
In response to the Government’s introduction in schools of its ‘attainment 8 scoring system’ and numeric GCSE grades, the College has adjusted the way it measures the overall academic strength of each application to determine whether an applicant is qualified for their course.
We do this through our own ‘admissions score’, which closely resembles the Government’s Key Stage 4 ‘attainment 8 score’. For applications, this ‘admissions score’ will be based on the estimated grades provided by the applicant’s school (and any actual grades at this stage, if applicable). For enrolment, this ‘admissions score’ will be based on actual grades.
In common with the ‘attainment 8 score’ our ‘admissions score’ will be calculated by adding together ten numeric grades,
on the 1-9 scale, for full GCSEs/IGCSEs
- English Language GCSE (grade counted twice)
- Mathematics GCSE (grade counted twice)
- The applicant’s best six other grades.
1. Up to two GCSEs can be replaced in our ‘admissions score’ by level 2 vocational qualifications of equal size to a full GCSE, using the following conversion of vocational grades to numbers: Distinction*=8; Distinction=7; Merit=6; Pass=4.
2. Unlike ‘attainment 8’, we shall not also require the inclusion of three further ‘English Baccalaureate’ GCSEs, in addition to English Language and Mathematics, in our ‘admissions score’.
3. To be fair to all applicants, we do not take account of level 3 qualifications in our ‘admissions score’, as these are not available to most applicants.
4. Where special circumstances have resulted in an applicant taking fewer than the eight qualifications which contribute towards our ‘admissions score’, we shall make an individual judgement to determining an appropriate ‘admissions score’ for them.
5. A tool to help you work out your admissions score is available via the following link: admissions score calculator. Example
To clarify the calculation of our ‘admissions score’, we have provided the following illustration. Consider an applicant whose estimated grades are as follows:
| Subject || Estimated grade |
| English Language || GCSE grade 5 |
| Mathematics || GCSE grade 6 |
| English Literature || GCSE grade 4 |
| Biology || GCSE grade 5 |
| Chemistry || GCSE grade 6 |
| Physics || GCSE grade 7 |
| Art || GCSE grade 2 |
| Geography || GCSE grade 3 |
| French || GCSE grade 8 |
| BTEC Business || grade 7 (converted from a Distinction) |
As ten grades are included above, but only eight are needed for our ‘admissions score’, the two weakest grades (3 and 2) do not need to be used. The resulting ‘admissions score’, with English Language and Mathematics shown counting twice in brackets, is:
(5+5)+(6+6)+8+7+7+6+5+4 = 59
As indicated in the above overview, our minimum GCSE profile for entry is broadly equivalent to four subjects at grade 6 and four at grade 5, including English Language and Maths. This corresponds to an ‘admissions score’ in the range 54-56, depending on whether the doubled grades for English Language and Maths are 5 or 6. On this basis, our minimum ‘admissions score’ – as referred to in Section 3.1 (iii) of the College’s Admissions Policy
– is expected to be about 54.
Note about STEM subjects:
Section 3.3 of the College’s Admissions Policy
goes on to indicate that higher ‘adjusted levels’ are set each year for STEM subjects (science, mathematics and computer science), and for other subjects as necessary. Whilst the ‘adjusted level’ for science subjects depends on that year’s application pattern, it is expected to be broadly equivalent to four subjects at grade 7 and four at grade 6, including English Language and Maths. This equates to a minimum ‘admissions score’ of about 64, though the value may vary a little from year to year. The ‘adjusted levels’ for mathematics and computer science are expected to lie somewhere between 54 and 64.