Mathematics and Physics BSc Featured Image

Universities United Kingdom University of Warwick Courses Mathematics and Physics BSc

Mathematics and Physics BSc
at University of Warwick

Coventry, United Kingdom

Tuition Fee £ 28,410
Country Rank#10
Duration36 Months
Score IELTS: 7

Program Overview

Mathematics and Physics are complementary disciplines, making them a natural combination for university study. Mathematicians and physicists often address common questions and challenges, resulting in exciting discoveries at the intersection of the two subjects. Ideas developed in particle physics have led to advances in geometry; learning from chaos theory is being applied increasingly in the modelling of complex physical systems such as the atmosphere and lasers.

You will be jointly taught by the Institute of Mathematics and Department of Physics, both of which have a reputation for excellence.

In addition to core modules, you will have flexibility in your second and third years to choose modules to explore areas of interest in more depth. You may also choose to develop a breadth of learning by selecting from approved modules outside the two departments, such as the interdisciplinary module Challenges of Climate Change or learning a modern language.

Course Content
Core modules

The Warwick joint degree course is among the best established in the country and the course includes a number of modules from both contributing departments designed specifically for joint degree students.

In the first year you take essential (core) modules in both mathematics and physics. At the end of the first year it is possible to change to either of the single honours courses, providing you satisfy certain requirements in the end of year examinations.

In the second and third years, there is considerable freedom to choose modules. By then you will have a good idea of your main interests and be well placed to decide which areas of mathematics and physics to study in greater depth.

Year One
Mathematical Analysis I/II
Analysis is the rigorous study of calculus. In this module, there will be a considerable emphasis throughout on the need to argue with much greater precision and care than you had to at school. With the support of your fellow students, lecturers, and other helpers, you will be encouraged to move on from the situation where the teacher shows you how to solve each kind of problem, to the point where you can develop your own methods for solving problems. The module will allow you to deal carefully with limits and infinite summations, approximations to pi and e, and the Taylor series. The module also covers construction of the integral and the Fundamental Theorem of Calculus.

Sets and Numbers
It is in its proofs that the strength and richness of mathematics is to be found. University mathematics introduces progressively more abstract ideas and structures, and demands more in the way of proof, until most of your time is occupied with understanding proofs and creating your own. Learning to deal with abstraction and with proofs takes time. This module will bridge the gap between school and university mathematics, taking you from concrete techniques where the emphasis is on calculation, and gradually moving towards abstraction and proof.

Linear Algebra
Linear algebra addresses simultaneous linear equations. You will learn about the properties of vector spaces, linear mappings and their representation by matrices. Applications include solving simultaneous linear equations, properties of vectors and matrices, properties of determinants and ways of calculating them. You will learn to define and calculate eigenvalues and eigenvectors of a linear map or matrix. You will have an understanding of matrices and vector spaces for later modules to build on.

Methods of Mathematical Modelling I and II
Methods of Mathematical Modelling I introduces you to the fundamentals of mathematical modelling and scaling analysis, before discussing and analysing difference and differential equation models in the context of physics, chemistry, engineering as well as the life and social sciences. This will require the basic theory of ordinary differential equations (ODEs), the cornerstone of all applied mathematics. ODE theory later proves invaluable in branches of pure mathematics, such as geometry and topology. You will be introduced to simple differential and difference equations, methods for obtaining their solutions and numerical approximation.

In the second term for Methods of Mathematical Modelling II, you will study the differential geometry of curves, calculus of functions of several variables, multi-dimensional integrals, calculus of vector functions of several variables (divergence and circulation), and their uses in line and surface integrals.

Physics Foundations
You will look at dimensional analysis, matter and waves. Often the qualitative features of systems can be understood (at least partially) by thinking about which quantities in a problem are allowed to depend on each other on dimensional grounds. Thermodynamics is the study of heat transfers and how they can lead to useful work. Even though the results are universal, the simplest way to introduce this topic to you is via the ideal gas, whose properties are discussed and derived in some detail. You will also cover waves. Waves are time-dependent variations about some time-independent (often equilibrium) state. You will look at phenomena like the Doppler effect (this is the effect that the frequency of a wave changes as a function of the relative velocity of the source and observer), the reflection and transmission of waves at boundaries and some elementary ideas about diffraction and interference patterns.

Electricity and Magnetism
You will largely be concerned with the great developments in electricity and magnetism, which took place during the nineteenth century. The origins and properties of electric and magnetic fields in free space, and in materials, are tested in some detail and all the basic levels up to, but not including, Maxwell's equations are considered. In addition, the module deals with both dc and ac circuit theory including the use of complex impedance. You will be introduced to the properties of electrostatic and magnetic fields, and their interaction with dielectrics, conductors and magnetic materials.

Classical Mechanics and Special Relativity
You will study Newtonian mechanics emphasizing the conservation laws inherent in the theory. These have a wider domain of applicability than classical mechanics (for example they also apply in quantum mechanics). You will also look at the classical mechanics of oscillations and of rotating bodies. It then explains why the failure to find the ether was such an important experimental result and how Einstein constructed his theory of special relativity. You will cover some of the consequences of the theory for classical mechanics and some of the predictions it makes, including: the relation between mass and energy, length-contraction, time-dilation and the twin paradox.

Quantum Phenomena
This module explains how classical physics is unable to explain the properties of light, electrons and atoms. (Theories in physics, which make no reference to quantum theory, are usually called classical theories.) It covers the most important contributions to the development of quantum physics including: wave-particle 'duality', de Broglie's relation and the Schrodinger equation. It also looks at applications of quantum theory to describe elementary particles: their classification by symmetry, how this allows us to interpret simple reactions between particles and how elementary particles interact with matter.

Physics Programming Workshop
You will be introduced to scientific programming with the help of the Python programming language, a language widely used by physicists. It is quick to learn and encourages good programming style. Python is an interpreted language, which makes it flexible and easy to share. It allows easy interfacing with modules, which have been compiled from C or Fortran sources. It is widely used throughout physics and there are many downloadable free-to-user codes available. You will also look at the visualisation of data.

Year Two
Mathematical Analysis III
In the first half of this module, you will investigate some applications of year one analysis: integrals of limits and series; differentiation under an integral sign; a first look at Fourier series. In the second half you will study analysis of complex functions of a complex variable: contour integration and Cauchy’s theorem, and its application to Taylor and Laurent series and the evaluation of real integrals.

Methods of Mathematical Physics
The module covers the theory of Fourier transforms and the Dirac delta function. The module also introduces Lagrange multipliers, co-ordinate transformations and cartesian tensors illustrating them with examples of their use in physics. Fourier transforms are used to represent functions on the whole real line using linear combinations of sines and cosines. A Fourier transform will turn a linear differential equation with constant coefficients into a nice algebraic equation which is in general easier to solve. The module explains why diffraction patterns in the far-field limit are the Fourier transforms of the "diffracting" object. The case of a repeated pattern of motifs illustrates beautifully one of the most important theorems in the business - the convolution theorem. The diffraction pattern is the product of the Fourier transform of repeated delta functions and the Fourier transform for a single copy of the motif.

Multivariable Calculus
There are many situations in pure and applied mathematics where the continuity and differentiability of a function f: Rn. → Rm has to be considered. Yet, partial derivatives, while easy to calculate, are not robust enough to yield a satisfactory differentiation theory. In this module you will establish the basic properties of this derivative, which will generalise those of single-variable calculus. The module will review line and surface integrals, introduce div, grad and curl and establish the divergence theorem.

Norms, Metrics and Topologies
Roughly speaking, a metric space is any set provided with a sensible notion of the “distance” between points. The ways in which distance is measured and the sets involved may be very diverse. For example, the set could be the sphere, and we could measure distance either along great circles or along straight lines through the globe; or the set could be New York and we could measure distance “as the crow flies” or by counting blocks. This module examines how the important concepts introduced in first-year Mathematical Analysis, such as convergence of sequences and continuity of functions, can be extended to general metric spaces. Applying these ideas, we will be able to prove some powerful and important results, used in many parts of mathematics.

Partial Differential Equations
The theory of partial differential equations (PDE) is important in both pure and applied mathematics. Since the pioneering work on surfaces and manifolds by Gauss and Riemann, PDEs have been at the centre of much of mathematics. PDEs are also used to describe many phenomena from the natural sciences (such as fluid flow and electromagnetism) and social sciences (such as financial markets). In this module you will learn how to classify the most important partial differential equations into three types: elliptic, parabolic, and hyperbolic. You will study the role of boundary conditions and look at various methods for solving PDEs.

Hamiltonian and Fluid Mechanics
This module looks at the Hamiltonian and Lagrangian formulation of classical mechanics and introduces the mechanics of fluids. Lagrangian and Hamiltonian mechanics have provided the natural framework for several important developments in theoretical physics including quantum mechanics. The field of fluids is one of the richest and most easily appreciated in physics. Tidal waves, cloud formation and the weather generally are some of the more spectacular phenomena encountered in fluids. The module establishes the basic equations of motion for a fluid - the Navier-Stokes equations - and shows that in many cases they can yield simple and intuitively appealing explanations of fluid flows.

Quantum Mechanics and its Applications
In the first part of this module you will use ideas, introduced in the first year module, to explore atomic structure. You will discuss the time-independent and the time-dependent Schrödinger equations for spherically symmetric and harmonic potentials, angular momentum and hydrogenic atoms. The second half of the module looks at many-particle systems and aspects of the Standard Model of particle physics. It introduces the quantum mechanics of free fermions and discusses how it accounts for the conductivity and heat capacity of metals and the state of electrons in white dwarf stars.

Statistical Mechanics, Electromagnetic Theory and Optics
Any macroscopic object we meet contains a large number of particles, each of which moves according to the laws of mechanics (which can be classical or quantum). Yet we can often ignore the details of this microscopic motion and use a few average quantities such as temperature and pressure to describe and predict the behaviour of the object. Why we can do this, when we can do this and how to do it are discussed in the first half of this module.

We also develop the ideas of first year electricity and magnetism into Maxwell's theory of electromagnetism. Establishing a complete theory of electromagnetism has proved to be one the greatest achievements of physics. It was the principal motivation for Einstein to develop special relativity, it has served as the model for subsequent theories of the forces of nature and it has been the basis for all of electronics (radios, telephones, computers, the lot...).

Year Three
Communicating Science
Employers look for many things in would-be employees. Sometimes they will be looking for specific knowledge, but often they will be more interested in general skills, frequently referred to as transferable skills. One such transferable skill is the ability to communicate effectively, both orally and in writing. Over the past two years you may have had experience in writing for an academic audience in the form of your laboratory reports. The aim of this module is to introduce you to the different approaches required to write for other audiences. This module will provide you with experience in presenting technical material in different formats to a variety of audiences.

Optional modules
Optional modules can vary from year to year. Example optional modules may include:
- Measure Theory
- Topics in Mathematical Biology
- Complex Analysis
- Fluid Dynamics
- Theory of PDEs
- Physics Project
- Quantum Physics of Atoms
- Electrodynamics
- Kinetic Theory
- Condensed Matter Physics
- Scientific Computing
- The Earth and Its Atmosphere
- Plasma Physics and Fusion
- The Standard Model
- Galaxies and Cosmology
- Statistical Physics
- Physics of Life and Medicine
- Black Holes, White Dwarfs and Neutron Stars

Entry Requirement

All applicants, regardless of their visa requirements, are required to show that their ability to understand and express themselves in both written and spoken English is sufficiently high for them to derive full benefit from their degree course. The level of competence required depends on what type of degree you wish to study. Many applicants can demonstrate this through a satisfactory level of achievement in, for example, GCSE English Language or the English courses within the International Baccalaureate.

Applicants whose academic qualifications meet the University’s admissions requirements, but whose English language qualifications are not accepted as equivalent, may be offered a place at Warwick conditional on an acceptable English language qualification being achieved before they join the University. A number of English language tests are accepted; some of the most frequently offered ones are detailed below.

Please note that certain English tests (including IELTS and PTE) must be taken within two years and one month prior to the start of your course at Warwick. Applicants whose tests fall outside this timescale will need to retake a suitable English language test.

Applicants who require a visa to study in the UK may, depending on the circumstances, be asked to provide evidence of a secure English language test (e.g. IELTS for UKVI (Academic)), rather than an examination (such as International Baccalaureate English) due to the visa requirements set by the UK government.

ENGLISH LANGUAGE REQUIREMENTS FOR UNDERGRADUATE STUDENTS (2022 Entry)

If you do not meet the English Language Requirements for your course in full, you may still be eligible for the course on condition of:

Meeting the English Language Requirements for our Pre-sessional English course, and
Successfully completing the Pre-sessional English course

Qualification	Exam Board / Provider	Band A	Band B	Band C
IELTS Academic Including IELTS Online Note: In order to verify IELTS results, applicants must provide their Test Report Form number to the Undergraduate Admissions team.	British Council/ Cambridge Assessment English	6.0 including minimum 5.5 in each component	6.5 including minimum 6.0 in each component	7.0 including minimum 6.5 in each component
Cambridge English Proficiency C2 Proficiency	Cambridge Assessment English	C with no less than Borderline in any element or 170 overall with no less than 165 in any component	C with no less than Borderline in any element or 180 overall with no less than 170 in any component	C with no less than Borderline in any element or 190 overall with no less than 180 in any component
Cambridge English Advanced C1 Advanced	Cambridge Assessment English	A with no less than Borderline in any element or 170 overall with no less than 165 in any component	A with no less than Borderline in any element or 180 overall with no less than 170 in any component	A with no less than Borderline in any element or 190 overall with no less than 180 in any component
GCSE English Language	Any	4 / C	4 / C	6 / B
IGCSE English as a First Language	Any	C	C	B
O Level English 1119/1125/1123	UCLES/CIE	C	C	B
Indian Class XII	CBSE or CISCE only	75% (first attempt)	80% (first attempt)	85% (first attempt)
HKCEE/HKDSE English Language	HKEAA	4	4	5
International Baccalaureate Higher Level English Language or Literature Note: Standard Level requirements differ according to the IB exam taken	IB	HL 4	HL 4	HL 5
Duolingo English Test Note: In order to verify the Duolingo results online, applicants must nominate the University of Warwick as an institution who can receive their results.	Duolingo	Overall score of 115 with no less than 90 in any component	Overall score of 125 with no less than 90 in any component	Overall score of 135 with no less than 90 in any component
LanguageCert LanguageCert International ESOL SELT C1Link opens in a new window or LanguageCert International ESOL C1 ExpertLink opens in a new window Note: Speaking component and Listening, Reading, Writing component must be taken within a 14-day period	LanguageCert	C1 (Listening, Reading, Writing, Speaking) with 33/50 in each component	C1 (Listening, Reading, Writing, Speaking) with 33/50 in each component	C1 (Listening, Reading, Writing, Speaking) with 33/50 in each component
TOEFL Note: MyBest scores will not be accepted. All components on a single test date must meet the required level.	TOEFL/ETS	213 (Computer) 87 (iBT or iBT Special Home Edition) with minimum of 21 in Listening, 21 in Writing, 22 in Reading and 23 in Speaking	250 (Computer) 92 (iBT or iBT Special Home Edition) with minimum of 21 in Listening, 21 in Writing, 22 in Reading and 23 in Speaking	260 (Computer) 100 (iBT or iBT Special Home Edition) with minimum of 21 in Listening, 21 in Writing, 22 in Reading and 23 in Speaking
Pearson Test of English (PTE) Academic Including PTE Academic Online	Pearson	60 with no less than 59 in any of the Communicative Skills	69 with no less than 59 in any of the Communicative Skills	75 with no less than 59 in any of the Communicative Skills
Trinity ISE II	Trinity	Merit Merit Merit Merit in four components	Distinction Distinction Merit Merit in four components	Not Acceptable
Trinity ISE III	Trinity	Pass Pass Pass Pass in four components	Pass Pass Pass Pass in four components	Distinction Distinction Merit Merit in four components
Trinity ISE IV	Trinity	Pass Pass Pass Pass in four components	Pass Pass Pass Pass in four components	Pass Pass Pass Pass in four components
University of Warwick International Foundation Programme EAP module	University of Warwick	Credit (50%) overall including minimum Pass (40%) in each component	High Credit (60%) overall including minimum Credit (50%) in each component	Distinction (70%) overall including minimum High Credit (60%) in each component

Please use the table below to find the relevant band for the course(s) in which you are interested. You can sort the table by clicking on the heading of the column you wish to sort by.

DepartmentSelect to sort (ascending)	CourseSelect to sort (ascending)	UCAS CodeSelect to sort (ascending)	BandSelect to sort (ascending)
Centre for Applied Linguistics	English Language and Linguistics with Intercalated Year (BA)	Q311	Band B
Centre for Applied Linguistics	Language, Culture and Communication with Intercalated Year (BA)	X3Q8	Band B
Centre for Applied Linguistics	Linguistics with Arabic with Intercalated Year (BA)	Q2T6	Band B
Centre for Applied Linguistics	Linguistics with Chinese with Intercalated Year (BA)	Q2T1	Band B
Centre for Applied Linguistics	Linguistics with French with Intercalated Year (BA)	Q2R1	Band B
Centre for Applied Linguistics	Linguistics with German with Intercalated Year (BA)	Q2R2	Band B
Centre for Applied Linguistics	Linguistics with Italian with Intercalated Year (BA)	Q2R3	Band B
Centre for Applied Linguistics	Linguistics with Japanese with Intercalated Year (BA)	Q2T2	Band B
Centre for Applied Linguistics	Linguistics with Russian with Intercalated Year (BA)	Q2R7	Band B
Centre for Applied Linguistics	Linguistics with Spanish with Intercalated Year (BA)	Q2R4	Band B
Centre for Education Studies	Education Studies (BA)	X35B	Band C
Chemistry	Chemistry (BSc)	F100	Band A
Chemistry	Chemistry (MChem)	F105	Band A
Chemistry	Chemistry with International Placement (MChem)	F109	Band A
Chemistry	Chemistry with Industrial Placement (MChem)	F110	Band A
Chemistry	Chemistry with Medicinal Chemistry (BSc)	F121	Band A
Chemistry	Chemistry with Medicinal Chemistry (MChem)	F125	Band A
Classics and Ancient History	Classics (BA)	Q800	Band B
Classics and Ancient History	Classics (Ancient Greek) with Study in Europe (BA)	Q801	Band B
Classics and Ancient History	Classics (Latin) with Study in Europe (BA)	Q802	Band B
Classics and Ancient History	Classical Civilisation (BA)	Q820	Band B
Classics and Ancient History	Classical Civilisation with Study in Europe (BA)	Q821	Band B
Classics and Ancient History	Classics and English (BA)	QQ36	Band B
Classics and Ancient History	Ancient History and Classical Archaeology (BA)	VV14	Band B
Classics and Ancient History	Ancient History and Classical Archaeology with Study in Europe (BA)	VV18	Band B
Computer Science	Computer Science (BSc)	G400	Band A
Computer Science	Computer Science (MEng)	G403	Band A
Computer Science	Discrete Mathematics (BSc)	G190	Band A
Computer Science	Discrete Mathematics (MEng)	G4G3	Band A
Computer Science	Computer Science with Business Studies (BSc)	GN42	Band A
Computer Science	Computer Systems Engineering (BEng)	G406	Band A
Computer Science	Computer Systems Engineering (MEng)	G408	Band A
Creative Arts, Performance and Visual Cultures	Media and Creative Industries (BA)	P301	Band B
Economics	Economics (BSc)	L100	Band C
Economics	Economics and Industrial Organisation (BSc)	L112	Band C
Economics	Economics, Politics and International Studies (BSc/BA)	LLD2	Band C
Philosophy	Philosophy, Politics and Economics (PPE) (BA/BSc)	L0V0	Band C
Philosophy	Economics, Psychology and Philosophy (EPP) (BA/BSc)	L1CA	Band C
Engineering	Engineering (BEng)	H100	Band A
Engineering	Engineering (MEng)	H102	Band A
Engineering	Biomedical Systems Engineering (BEng)	H161	Band A
Engineering	Biomedical Systems Engineering (MEng)	H163	Band A
Engineering	Civil Engineering (BEng)	H200	Band A
Engineering	Civil Engineering (MEng)	H202	Band A
Engineering	Mechanical Engineering (BEng)	H300	Band A
Engineering	Mechanical Engineering (MEng)	H302	Band A
Engineering	Automotive Engineering (BEng)	H330	Band A
Engineering	Automotive Engineering (MEng)	H335	Band A
Engineering	Electronic Engineering (BEng)	H610	Band A
Engineering	Electronic Engineering (MEng)	H612	Band A
Engineering	Electrical and Electronic Engineering (BEng)	H605	Band A
Engineering	Electrical and Electronic Engineering (MEng)	H606	Band A
Engineering	Manufacturing and Mechanical Engineering (MEng)	HH37	Band A
Engineering	Manufacturing and Mechanical Engineering (BEng)	HH73	Band A
Engineering	Engineering Business Management (BEng)	HN12	Band A
Engineering	Systems Engineering (MEng)	HH31	Band A
Engineering	Systems Engineering (BEng)	HH35	Band A
English and Comparative Literary Studies	English Literature (BA)	Q300	Band B
Creative Arts, Performance and Visual Cultures	English Literature and Creative Writing (BA)	QW38	Band B
English and Comparative Literary Studies	English and History (BA)	VQ32	Band B
English and Comparative Literary Studies	English and Theatre Studies (BA)	QW34	Band B
Film and Television Studies	Film and Literature (BA)	QW26	Band B
Film and Television Studies	Film Studies (BA)	W620	Band B
Global Sustainable Development	Global Sustainable Development (BASc)	L8A1	Band C
Global Sustainable Development	Economic Studies and Global Sustainable Development (BASc)	L1L8	Band C
Global Sustainable Development	Education Studies and Global Sustainable Development (BASc)	XL38	Band C
Global Sustainable Development	Global Sustainable Development and Business Studies (BASc)	L8N1	Band C
Global Sustainable Development	Hispanic Studies and Global Sustainable Development (BASc)	R4L8	Band C
Global Sustainable Development	History and Global Sustainable Development (BASc)	V1L8	Band C
Global Sustainable Development	Life Sciences and Global Sustainable Development (BASc)	C1L8	Band C
Global Sustainable Development	Philosophy and Global Sustainable Development (BASc)	V5L8	Band C
Global Sustainable Development	Politics, International Studies and Global Sustainable Development (BASc)	L2L8	Band C
Global Sustainable Development	Psychology and Global Sustainable Development (BASc)	C8L8	Band C
Global Sustainable Development	Sociology and Global Sustainable Development (BASc)	L3L8	Band C
Global Sustainable Development	Theatre and Performance Studies and Global Sustainable Development (BASc)	W4L8	Band C
History	History (BA)	V100	Band B
History	History and Philosophy (BA)	V1V5	Band B
History	History and Politics (BA)	VL12	Band B
History	History and Sociology (BA)	VL13	Band B
Creative Arts, Performance and Visual Cultures	History of Art with Italian (BA)	V3R3	Band B
Creative Arts, Performance and Visual Cultures	History of Art (BA)	V350	Band B
Law	Law with Study Abroad in English (LLB)	M108	Band C
Law	Law with Humanities (BA)	MV21	Band C
Law	Law with Social Sciences (BA)	ML23	Band C
Law	Law (LLB)	M100	Band C
Law	Law (4 Years) (LLB)	M101	Band C
Law	Law with French Law (LLB)	M10A	Band C
Law	Law with German Law (LLB)	M10C	Band C
Law	Law and Sociology (BA)	ML13	Band C
Liberal Arts	Liberal Arts (BA)	LA99	Band B
Life Sciences	Biological Sciences (BSc)	C100	Band A
Life Sciences	Biological Sciences (MBio)	C1A1	Band A
Life Sciences	Biological Sciences with Placement Year (BSc)	C101	Band A
Life Sciences	Biological Sciences with Industrial Placement (MBio)	C1A5	Band A
Life Sciences	Biochemistry (MBio)	C1A2	Band A
Life Sciences	Biochemistry (BSc)	C700	Band A
Life Sciences	Biochemistry with Placement Year (BSc)	C701	Band A
Life Sciences	Biochemistry with Industrial Placement (MBio)	C1A6	Band A
Life Sciences	Biomedical Science (MBio)	C1A3	Band A
Life Sciences	Biomedical Science (BSc)	B900	Band A
Life Sciences	Biomedical Science with Placement Year (BSc)	CB19	Band A
Life Sciences	Biomedical Science with Industrial Placement (MBio)	C1A7	Band A
Life Sciences	Neuroscience (BSc)	B140	Band A
Life Sciences	Neuroscience with Placement Year (BSc)	B141	Band A
Life Sciences	Neuroscience (MBio)	B142	Band A
Life Sciences	Neuroscience with Industrial Placement (MBio)	B143	Band A
Mathematics	Mathematics (BSc)	G100	Band A
Mathematics	Mathematics (MMath)	G103	Band A
Philosophy	Mathematics and Philosophy (BA/BSc)	GV15	Band A
Modern Languages and Cultures	English and French (BA)	QR31	Band B
Modern Languages and Cultures	English and German (BA)	QR32	Band B
Modern Languages and Cultures	English and Italian (BA)	QR33	Band B
Modern Languages and Cultures	English and Hispanic Studies (BA)	QR34	Band B
Modern Languages and Cultures	French Studies (BA)	R120	Band B
Modern Languages and Cultures	French and Economics (BA)	R1L1	Band C
Modern Languages and Cultures	French and German (BA)	RR12	Band B
Modern Languages and Cultures	French and History (BA)	RV11	Band B
Modern Languages and Cultures	French and Italian (BA)	RR13	Band B
Modern Languages and Cultures	French and Linguistics (BA)	R1Q1	Band B
Modern Languages and Cultures	French and Theatre Studies (BA)	R1WB	Band B
Modern Languages and Cultures	French with Film Studies (BA)	R1W6	Band B
Modern Languages and Cultures	German Studies (BA)	R220	Band B
Modern Languages and Cultures	German and Business Studies (BA)	RN21	Band C
Modern Languages and Cultures	German and Economics (BA)	R2L1	Band C
Modern Languages and Cultures	German and History (BA)	RV21	Band B
Modern Languages and Cultures	German and Italian (BA)	RR23	Band B
Modern Languages and Cultures	German and Linguistics (BA)	R2Q1	Band B
Modern Languages and Cultures	German and Theatre Studies (BA)	RW24	Band B
Modern Languages and Cultures	German with Film Studies (BA)	R2P3	Band B
Modern Languages and Cultures	History and Italian (BA)	VR13	Band B
Modern Languages and Cultures	Italian Studies (BA)	R300	Band B
Modern Languages and Cultures	Italian and Classics (BA)	RQ38	Band B
Modern Languages and Cultures	Italian and Economics (BA)	R3L2	Band C
Modern Languages and Cultures	Italian and History of Art (BA)	RV33	Band B
Modern Languages and Cultures	Italian and Linguistics (BA)	R3Q1	Band B
Modern Languages and Cultures	Italian and Theatre Studies (BA)	R3WA	Band B
Modern Languages and Cultures	Italian with Film Studies (BA)	R3W6	Band B
Modern Languages and Cultures	Hispanic Studies (BA)	R400	Band B
Modern Languages and Cultures	Hispanic Studies and Economics (BA)	R4L1	Band C
Modern Languages and Cultures	Hispanic Studies and French (BA)	RR41	Band B
Modern Languages and Cultures	Hispanic Studies and German (BA)	RR42	Band B
Modern Languages and Cultures	Hispanic Studies and History (BA)	R4V1	Band B
Modern Languages and Cultures	Hispanic Studies and Italian (BA)	RR43	Band B
Modern Languages and Cultures	Hispanic Studies and Theatre Studies (BA)	R4W4	Band B
Modern Languages and Cultures	Hispanic Studies with Film Studies (BA)	RP43	Band B
Modern Languages and Cultures	Modern Languages (BA)	8R73	Band B
Modern Languages and Cultures	Modern Languages and Economics (BA)	R9L1	Band C
Modern Languages and Cultures	Modern Languages and Linguistics (BA)	R9Q1	Band B
Modern Languages and Cultures	Modern Languages with Linguistics (BA)	R9Q2	Band B
Philosophy	Philosophy and Literature (BA)	VQ52	Band B
Philosophy	Philosophy, Literature and Classics (BA)	VQ58	Band B
Philosophy	Philosophy with Psychology (BA)	V5C8	Band B
Philosophy	Philosophy (BA)	V500	Band B
Philosophy	Politics, Philosophy and Law (PPL) (BA)	V7MW	Band C
Physics	Physics (BSc)	F300	Band A
Physics	Physics (MPhys)	F303	Band A
Physics	Physics with Astrophysics (BSc)	F3F5	Band A
Physics	Physics with Astrophysics (MPhys)	F3FA	Band A
Physics	Mathematics and Physics (BSc)	GF13	Band A
Physics	Mathematics and Physics (MMathPhys)	FG31	Band A
Physics	Physics with Business Studies (BSc)	FN31	Band A
Politics	Politics (BA)	L200	Band C
Politics	Politics and International Studies (BA)	L260	Band C
Politics	Politics and International Studies with Chinese (BA)	M168	Band C
Politics	Politics, International Studies and French (BA)	M163	Band C
Politics	Politics, International Studies and German (BA)	M164	Band C
Politics	Politics, International Studies and Italian (BA)	M165	Band C
Politics	Politics, International Studies and Hispanic Studies (BA)	M166	Band C
Politics	Politics and Sociology (BA)	LL23	Band C
Psychology	Psychology (BSc)	C800	Band B
Psychology	Psychology with Education Studies (BSc)	C804	Band B
Psychology	Psychology with Linguistics (BSc)	C802	Band B
Sociology	Sociology (BA)	L300	Band C
Sociology	Sociology and Criminology (BA)	L314	Band C
Statistics	Mathematics and Statistics (MMathStat)	GGC3	Band B
Statistics	Mathematics and Statistics (BSc)	GG13	Band B
Statistics	Mathematics, Operational Research, Statistics, and Economics (MMORSE)	G0L0	Band B
Statistics	Mathematics, Operational Research, Statistics, Economics (MORSE) (BSc)	GLN0	Band B
Statistics	Data Science (BSc)	7G73	Band B
Statistics	Data Science (MSci)	G304	Band B
Creative Arts, Performance and Visual Cultures	Theatre and Performance Studies (BA)	W440	Band B
Warwick Business School	Management (BSc)	N200	Band C
Warwick Business School	Management with Placement Year (BSc)	N20Y	Band C
Warwick Business School	Management (with Foundation Year) (BSc)	N20A	Band C
Warwick Business School	Management (with Foundation Year) with Placement Year (BSc)	N20J	Band C
Warwick Business School	International Management (BSc)	N290	Band C
Warwick Business School	Accounting and Finance (BSc)	NN34	Band C
Warwick Business School	Accounting and Finance with Placement Year (BSc)	N40Y	Band C
Warwick Business School	Accounting and Finance (with Foundation Year) with Placement Year (BSc)	N4N4	Band C
Warwick Business School	Accounting and Finance (with Foundation Year) (BSc)	N40J	Band C
Warwick Manufacturing Group	Cyber Security (BSc)	H651	Band B
Warwick Manufacturing Group	Digital Healthcare Science (BSc)	I511	Band A
Warwick Medical School	Integrated Science (MSci)	CF10	Band A
Warwick Medical School	Health and Medical Sciences (BSc)	B990	Band B

Fees & Scholarships
If you are an overseas or EU student enrolling in 2022, your annual tuition fees will be as follows:
- Band 1 – £22,280 per year (classroom-based courses, including Humanities and most Social Science courses)
- Band 2 – £28,410 per year (laboratory-based courses, plus Theatre and Performance Studies, Economics, and courses provided by Warwick Business School, with exceptions)
Fees for 2023 entry have not been set. We will publish updated information here as soon as it becomes available, so please check back for updates about 2023 fee rates before you apply.

Warwick Undergraduate Global Excellence Scholarship 2022

We believe there should be no barrier to talent. That's why we are committed to offering a scholarship that makes it easier for gifted, ambitious international learners to pursue their academic interests at one of the UK's most prestigious universities. This new scheme will offer international fee-paying students 250 tuition fee discounts ranging from full fees to awards of £13,000 to £2,000 for the full duration of your Undergraduate degree course.
Career Prospect
Graduates from this course have gone on to work for employers including:
- Deloitte Digital
- Brunei Shell Petroleum
- British Red Cross
- EDF Energy
- Civil Service
- Deutsche Bank
They have pursued roles such as:
- Physical scientists
- Finance and investment analysts
- Programmers and software development professionals
- Graphic designers
- Researchers

Cost Of Studying At University of Warwick

Interest rates as low as 8.9% ^*

250K+

Students Assisted

800Cr+

Loan Amount Disbursed

5000+

Loans Sanctioned

Check Loan Eligibility

Mathematics and Physics BSc at University of Warwick