University of Surrey Bursary 2022
Description
The award of £2,500 will be paid to eligible students in full-time attendance at the relevant payment points in early December and early March with the following conditions:
- Where the recipient is living on campus in their first year of study (Level 3 for Foundation Year students or Level 4 for First Year students), the bursary will be paid against their accommodation fees.
- Cash payments will only apply where the Level 3 or Level 4 recipient is not living on campus in the first year of study. All subsequent years where a student remains eligible, the bursary will be paid as a cash bursary.
- The bursary will be awarded in every year of undergraduate study provided the recipient progresses normally on the programme, and excluding the Professional Training year or repeat periods of study.
Degree Level
University of Surrey Bursary 2022 is available to undertake Undergraduate level programs at University of Surrey.
Available Subjects
Following subjects are available to study under this scholarship program.
- All Subjects
Benefits
The University of Surrey will provide an award amount of £2,500 for students who want to commence their undergraduate degree program for the academic year 2022-2023.
Eligible Nationalities
UK
Eligibility Criteria
- Your household income must be less than £20,000
- You must be normally resident in POLAR4 postcodes rated 1, 2 or 3*
- You must be a UK or eligible EU student
- You must be paying full tuition fees (therefore NHS-funded students and students who are being funded are not eligible)
- You must also have correctly filled out and submitted your application to Student Finance England for a loan and must also make sure that you and your parent/guardian have given your consent to share the information with the University.
EU students may only be eligible for this award if they are ordinarily resident in the UK and meet all the criteria.
Application Procedure
The University will identify eligible students, so there is no application form for this scheme.
