Foundation Diplomas That Open Doors to Higher Education
Prepare for university with a recognised Level 3 qualification covering core subjects like English, Math, Business, and Computer Science.

Higher education Institutions
Countries university branch campuses
Pathway to 100+ Global Institutions
Upon successful completion of your programme, you’ll meet the entry requirements for over 100 top higher education institutions and university branch campuses across 20+ countries, including leading universities in the UK. Your global academic journey starts here.
Course Overview
The level 3 foundation diplomas are preparatory programmes designed to help students, especially international learners, meet UK university entry requirements. Core subjects include Advanced English, Mathematics, Cultural Studies, Computer Science, and Business. Ideal for students aged 16 and above, these diplomas provide the academic foundation needed to progress into undergraduate degree programmes across various fields.
Which degree programme can I study after this programme
- Leads to undergraduate degree programmes in various fields.
Where can I study these programmes

Queen’s University Belfast
- Start Dates
September & January
- Tuition Fee
GBP 18,000
- Duration
1200 hours
What You’ll Study
A foundation programme designed to equip international students with the academic knowledge, language skills, and confidence required to progress into undergraduate degrees at leading UK universities.
Advanced English Language Skills
Develop academic reading, writing, speaking, and listening for university study.
Cultural Studies
Explore global cultures and values to prepare for international academic life.
Further Mathematics & Mechanics
Understand basic computing, programming, and digital problem-solving skills.
Introduction to Business
Gain insight into key business principles, operations, and management roles.
Foundation Mathematics
Learn essential maths concepts used in business, science, and technology.
Further Mathematics & Mechanics
Delve deeper into advanced mathematical concepts and their applications in mechanics, including motion and forces.
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