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- Liverpool Hope University
- Human Biology and Mathematics BSc (Hons)
Course options
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Qualification
Bachelor of Science (with Honours) - BSc (Hons)
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Location
Hope Park
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Study mode
Full time
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Start date
01-SEP-25
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Duration
3 Years
Course summary
Please note that Combined Honours degrees at Liverpool Hope University are split 50/50. This means both subjects will be studied equally.
Human BiologyHuman Biology is an ever-evolving branch of science that includes the study of the human body, the changes that occur in disease, and the interaction between humans and their environment. With this in mind, the Human Biology curriculum has been designed to provide a contemporary and dynamic programme to challenge students across a broad base, but with depth in areas of staff specialisms.The curriculum includes the foundation disciplines of anatomy, cellular biology, molecular biology, physiology and metabolism. These will be delivered in the context of contemporary health issues including aging, obesity, cancer, infectious and non-communicative chronic diseases. Students will benefit from the input of research active scientists from across the range of disciplines within the School of Health Sciences. This will support the development of an integrated, innovative and applied programme of study that is the cornerstone of the curriculum of the School of Health Sciences. Graduates will leave the programme with a fully rounded skill set and with experience in a wide range of standard and specialist lab techniques. Graduates will gain experience, competence and confidence through small group learning, giving specialist and transferable skills, allowing them to succeed in a competitive and demanding employment market.
MathematicsMathematics is a fascinating and exciting subject. It is the language of modern Business and Commerce, Engineering, Science and Technology and is as old as mankind. As the universal language of science it is the best tool we have to describe reality. At Liverpool Hope, you will develop a passion and enthusiasm for mathematics and its applications. Mathematics encompasses many analytical and numerical methods that are used to solve scientific and industrial problems.Mathematics at Liverpool Hope has been designed to help you develop strong analytical and numerate abilities and skills so that you learn how to look at problems, break them down into simpler questions and then solve them. Mathematics at Liverpool Hope can be taken as a single honours degree or a combined honours degree with a related subject.The degree will cover all areas of mathematics including pure mathematics, applied mathematics and statistics. By the end of the degree, you will be confident in tackling real world problems mathematically. By studying with us, you can expect to be given not only first class tuition and teaching, but first class support. We pride ourselves on providing an excellent student experience, and the tutors at Liverpool Hope work hard to ensure that you get the most from your degree.
Application deadline
29 January
Tuition fees
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£ 12,500per year
Tuition fees shown are for indicative purposes and may vary. Please check with the institution for most up to date details.
Entry requirements
Choose a qualification
QUALIFICATION TYPE
- A level
- Scottish Higher
- UCAS Points
- Access to HE Diploma
- International Baccalaureate Diploma Programme
- Leaving Certificate - Higher Level (Ireland) (first awarded in 2017)
- Pearson BTEC Level 3 National Extended Diploma (first teaching from September 2016)
- T Level
- Welsh Baccalaureate - Advanced Skills Challenge Certificate (first teaching September 2015)
A level : BCC
VIEW MOREUniversity information
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University League Table
83rd
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Campus address
Liverpool Hope University, Hope Park, Liverpool, Liverpool, L16 9JD, England
Subject rankings
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Subject ranking
79th out of 94 9
62nd out of 65 22
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Entry standards
/ Max 228121 53%66th
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Graduate prospects
/ Max 10076.0 76%45th
26 -
Student satisfaction
/ Max 43.21 80%11th
8 -
Entry standards
/ Max 234114 49%59th
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Graduate prospects
/ Max 10067.0 67%61st
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Student satisfaction
/ Max 4n/a