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Coventry University

Mathematics

UCAS Code: G100

Bachelor of Science (with Honours) - BSc (Hons)

Entry requirements


A level

A,B,B-B,B,B

to include Mathematics. Excludes General Studies.

Considered on an individual basis.

GCSE/National 4/National 5

5 GCSEs at grade 4 / C or above to include English and Mathematics.

International Baccalaureate Diploma Programme

29

to include 5 points in Mathematics at Higher Level.

Considered on an individual basis.

UCAS Tariff

120-128

We've calculated how many Ucas points you'll need for this course.

95%
Applicants receiving offers

About this course


This course has alternative study modes. Contact the university to find out how the information below might vary.

Course option

3.0years

Full-time | 2020

Other options

4.0 years | Sandwich | 2020

Subject

Mathematics

Our extensive faculty links with potential employers, including National Grid, MathWorks, Unipart, Rolls-Royce and Jaguar Land Rover, help us to maintain an excellent track record for graduate employability.

You’ll have access to our computing facilities, which enable you to gain experience using mathematical software packages, like MAPLE and MATLAB®. You’ll also receive one-to-one assistance from Sigma, the University’s internationally-renowned Centre for Excellence in Mathematics and Statistics Support, which previously won the Times Higher Education (THE) award for Outstanding Support for Students.

You’ll be taught by teaching team which include active researchers in applied mathematics with expertise in fluid dynamics and complex systems, who share their research findings through teaching and supervising projects. You may also be provided with the opportunity to competitively apply for paid summer research internships at no additional cost. Past students have, for example, undertaken internships analysing social networks of past cultures through ancient and mythological narratives or studied lattice models of polymers.

Our course offers an international perspective, with opportunities to conduct Online International Learning (OIL) activities with students from around the world, participate in field trips overseas or spend a year studying abroad in Europe, America or Australia. We have opportunities for student exchanges and visiting scholars thanks to our close links with the University of Grenoble and are members of the FrancoGerman Doctoral School for Complex Systems and Out-of-Equilibrium Systems, together with the Universities of Lorraine, Leipzig and Lviv.

Note that travel costs for mandatory field trips are covered by the University’s flying-start scheme. Optional field trips and student exchanges may be subject to additional costs, application processes, meeting applicable visa requirements and availability.

**Key Course Benefits**

- Strong student satisfaction – 93% both for overall satisfaction and for the quality of teaching in the National Student Survey (NSS) 2019.

- Meets the academic requirements for registration as a Chartered Mathematician with the Institute of Mathematics and its Applications (IMA), if followed by appropriate training and experience. Please check with the awarding body for more details.

Modules

Your main study themes are:

* **Algebra and calculus**: We will cover the core mathematical methods with an introduction to abstract algebra, including some number theory. We will examine the theory of real functions and the mathematics underpinning it, together with the calculus of complex functions and how to differentiate and integrate functions of complex numbers.

* **Mathematical and numerical analysis**: Provides a rigorous foundation in the analysis of sequences, series and continuous functions, including differentiability and the Riemann integral. We will examine a variety of numerical analysis methods, such as graph theory, and develop basic scientific programming skills to be able to use relevant programming languages, such as Python or Matlab.

* **Mathematical modelling**: We will explore means of mathematical modelling, using case studies to illustrate different techniques and then applying them during laboratory sessions. We cover differential equations, including linear and nonlinear systems, qualitative theory, phase space, phase portraits, trajectories and the bifurcation theory for parametrized equations. We also study partial differential equation and the methods to solve them, including separation of variables, method of characteristics, integral transforms, Green’s function etc. We will develop the use of Newtonian mechanics and its use in modelling physical situations, together with a brief introduction to special relativity.

For more information about what you will study, please visit our website

Tuition fees

Select where you currently live to see what you'll pay:

England
£9,250
per year
EU
£9,250
per year
Northern Ireland
£9,250
per year
Scotland
£9,250
per year
Wales
£9,250
per year

The Uni


Course location:

Coventry University

Department:

School of Computing, Electronics and Maths

TEF rating:

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What students say


We've crunched the numbers to see if overall student satisfaction here is high, medium or low compared to students studying this subject(s) at other universities.

75%
low
Mathematics

How do students rate their degree experience?

The stats below relate to the general subject area/s at this university, not this specific course. We show this where there isn’t enough data about the course, or where this is the most detailed info available to us.

Mathematics

Teaching and learning

71%
Staff make the subject interesting
84%
Staff are good at explaining things
77%
Ideas and concepts are explored in-depth
80%
Opportunities to apply what I've learned

Assessment and feedback

Feedback on work has been timely
Feedback on work has been helpful
Staff are contactable when needed
Good advice available when making study choices

Resources and organisation

93%
Library resources
74%
IT resources
80%
Course specific equipment and facilities
79%
Course is well organised and has run smoothly

Student voice

Staff value students' opinions

Who studies this subject and how do they get on?

95%
UK students
5%
International students
66%
Male students
34%
Female students
64%
2:1 or above
8%
Drop out rate

Most popular A-Levels studied (and grade achieved)

C
C
D

After graduation


The stats in this section relate to the general subject area/s at this university – not this specific course. We show this where there isn't enough data about the course, or where this is the most detailed info available to us.

Mathematics

What are graduates doing after six months?

This is what graduates told us they were doing (and earning), shortly after completing their course. We've crunched the numbers to show you if these immediate prospects are high, medium or low, compared to those studying this subject/s at other universities.

£19,000
low
Average annual salary
100%
high
Employed or in further education
99%
high
Employed in a role where degree was essential or beneficial

Top job areas of graduates

60%
Business, finance and related associate professionals
10%
Teaching and educational professionals
8%
Sales, marketing and related associate professionals
What do graduate employment figures really tell you?

Want to feel needed? This is one of the most flexible degrees of all and with so much of modern work being based on data, there are options everywhere for maths graduates. With all that training in handling figures, it's hardly surprising that a lot of maths graduates go into well-paid jobs in the IT or finance industries, and last year, a maths graduate in London could expect a very respectable average starting salary of £27k. And we're always short of teachers in maths, so that is an excellent option for anyone wanting to help the next generation. And if you want a research job, you'll want a doctorate — and a really good maths doctorate will get you all sorts of interest from academia and finance — and might secure some of the highest salaries going for new leavers from university.

What about your long term prospects?

Looking further ahead, below is a rough guide for what graduates went on to earn.

Mathematics

The graph shows median earnings of graduates who achieved a degree in this subject area one, three and five years after graduating from here.

£19k

£19k

£25k

£25k

£28k

£28k

Note: this data only looks at employees (and not those who are self-employed or also studying) and covers a broad sample of graduates and the various paths they've taken, which might not always be a direct result of their degree.

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This is what the university has told Ucas about the criteria they expect applicants to satisfy; some may be compulsory, others may be preferable.

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This is the percentage of applicants to this course who received an offer last year, through Ucas.

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This is what the university has told Ucas about the course. Use it to get a quick idea about what makes it unique compared to similar courses, elsewhere.

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Course location and department:

This is what the university has told Ucas about the course. Use it to get a quick idea about what makes it unique compared to similar courses, elsewhere.

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Teaching Excellence Framework (TEF):

We've received this information from the Department for Education, via Ucas. This is how the university as a whole has been rated for its quality of teaching: gold silver or bronze. Note, not all universities have taken part in the TEF.

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This information comes from the National Student Survey, an annual student survey of final-year students. You can use this to see how satisfied students studying this subject area at this university, are (not the individual course).

We calculate a mean rating of all responses to indicate whether this is high, medium or low compared to the same subject area at other universities.

Have a question about this info? Learn more here

This information is from the Higher Education Statistics Agency (HESA).

You can use this to get an idea of who you might share a lecture with and how they progressed in this subject, here. It's also worth comparing typical A-level subjects and grades students achieved with the current course entry requirements; similarities or differences here could indicate how flexible (or not) a university might be.

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Post-six month graduation stats:

This is from the Destinations of Leavers from Higher Education Survey, based on responses from graduates who studied the same subject area here.

It offers a snapshot of what grads went on to do six months later, what they were earning on average, and whether they felt their degree helped them obtain a 'graduate role'. We calculate a mean rating to indicate if this is high, medium or low compared to other universities.

Have a question about this info? Learn more here

Graduate field commentary:

The Higher Education Careers Services Unit have provided some further context for all graduates in this subject area, including details that numbers alone might not show

Have a question about this info? Learn more here

The Longitudinal Educational Outcomes dataset combines HRMC earnings data with student records from the Higher Education Statistics Agency.

While there are lots of factors at play when it comes to your future earnings, use this as a rough timeline of what graduates in this subject area were earning on average one, three and five years later. Can you see a steady increase in salary, or did grads need some experience under their belt before seeing a nice bump up in their pay packet?

Have a question about this info? Learn more here