Program Mathematics and Philosophy - BA (Hons) University of Liverpool

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Pilihan kuliah
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The relationship between philosophy and mathematics runs both ways: mathematics has helped formalise the study of logical argument that lies at the base of all good philosophy. So, it is no surprise that some of the greatest philosophers (eg Descartes, Leibniz, Frege, and Russell) have been mathematicians too.This programme allows you to study Mathematics and Philosophy in equal amounts over three years. The Philosophy component of the degree course includes modules in logic and the formal study of reasoning, in which you will learn how to assess arguments and construct proofs. You will learn how to understand complex and demanding texts, and to recognise good and bad arguments. In Mathematics, the core first-year modules introduce fundamental ideas, and are designed to bridge the gap between previous study and university. In subsequent years, you will generally take four modules in mathematics each year, choosing either to specialise or to continue to study a broad range of topics.By the end of the programme, you will be able to understand complex and demanding texts, reason intelligently and imaginatively about ethical, metaphysical, and epistemological issues, and have a grasp of the advantages and problems of a wide range of metaphysical and ethical views. In addition, you will have mastered a wide range of mathematical disciplines, and have extended your numerical, logical, and quantitative skills.

Pilihan kuliah

Purna Waktu (3 tahun)

Biaya kuliah

£29.500,00 (Rp 596.983.223) per tahun

Ini adalah biaya tetap

* Biaya yang tercantum di halaman ini untuk tujuan indikatif, silahkan baca informasi resmi dari universitas bersangkutan

Batas akhir pendaftaran

Direncanakan January 2027

Tanggal mulai

September 2026

Tempat

Main Site

The Foundation Building,

Brownlow Hill,

Liverpool,

L69 7ZX, Northern England, United Kingdom

Purna Waktu (3 tahun)

Biaya kuliah

£29.500,00 (Rp 596.983.223) per tahun

Ini adalah biaya sementara yang belum ditetapkan

* Biaya yang tercantum di halaman ini untuk tujuan indikatif, silahkan baca informasi resmi dari universitas bersangkutan

Tanggal mulai

September 2027

Tempat

Main Site

The Foundation Building,

Brownlow Hill,

Liverpool,

L69 7ZX, Northern England, United Kingdom

Tampilkan selanjutnya+ Tutup-

Persyaratan masuk

Untuk mahasiswa internasional

A levels

ABB

including A level Mathematics at grade A.

Applicants with the Extended Project Qualification (EPQ) are eligible for a reduction in grade requirements. For this course, the offer is ABC with A in the EPQ.

You may automatically qualify for reduced entry requirements through our contextual offers scheme. Based on your personal circumstances, you may automatically qualify for up to a two-grade reduction in the entry requirements needed for this course. When you apply, we consider a range of factors – such as where you live – to assess if youre eligible for a grade reduction. You dont have to make an application for a grade reduction – well do all the work.

Find out more about how we make reduced grade offers.

T levels

T levels are not currently accepted.

GCSE

4/C in English and 4/C in Mathematics

Subject requirements

Applicants must have studied Mathematics at Level 3 within 2 years of the start date of their course.

BTEC Level 3 National Extended Diploma

Applications encouraged when combined with A Level Mathematics at grade A. BTEC applications are encouraged. We evaluate each BTEC application on its merits.

International Baccalaureate

33 including 6 in HL Mathematics with no score less than 4

Irish Leaving Certificate H1, H2, H2, H2, H3, H3 including H1 in Mathematics

Scottish Higher/Advanced Higher

Scottish Highers at AABBB plus Scottish Advanced Highers grade A in Maths or Scottish Advanced Highers at ABB including Maths at grade A, combinations are also welcome.

Welsh Baccalaureate Advanced Accepted at grade B including A Level Mathematics at grade A and another A Level at grade B

Access Access to HE Diploma in a relevant subject including Distinctions in units in Mathematics

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