Overview
Students on this Mathematics with Secondary Education (QTS) (Hons) course from Nottingham Trent University, will be supported to become a confident and competent secondary school teacher who can enable children to learn effectively in a chosen subject specialism.
In Year One, you will study a full year of subject knowledge modules based on your chosen subject specialism. As you continue to develop your in-depth subject knowledge in Year Two, you will also undertake a year long education module which includes a work-based placement.
Your career development
What skills will I develop?
You develop specific skills relating to both subject specific and educational issues. You also gain skills that are useful in a variety of job sectors:
- communication skills - presenting effective oral and written arguments;
- IT skills;
- research and analytical skills;
- interpersonal skills with the ability to work collaboratively as part of a team;
- problem-solving skills;
- organisation and time management skills - prioritising your academic/part-time workloads and reflecting on and improving personal practice
Programme Structure
Courses included:
- Mathematical Methods
- Data Analysis
- Differential Equations & Modelling
- Numerical Methods for Ordinary Differential Equations
- Probability & Statistical Inference
- Linear Algebra & its applications
- Advanced Calculus and Learning Mathematics: Pedagogy, Progression and Practice.
Key information
Duration
- Full-time
- 36 months
Start dates & application deadlines
- Starting
- Apply before
-
Language
Prepare for Your English Test
AI-powered IELTS feedback. Clear, actionable, and tailored to boost your writing & speaking score. No credit card or upfront payment required.
- Trusted by 300k learners
- 98 accuracy using real exam data
- 4.9/5 student rating
Credits
Delivered
Campus Location
- Nottingham, United Kingdom
Disciplines
Mathematics Secondary Education View 637 other Bachelors in Mathematics in United KingdomWhat students do after studying
Academic requirements
We are not aware of any specific GRE, GMAT or GPA grading score requirements for this programme.
English requirements
Prepare for Your English Test
AI-powered IELTS feedback. Clear, actionable, and tailored to boost your writing & speaking score. No credit card or upfront payment required.
- Trusted by 300k learners
- 98 accuracy using real exam data
- 4.9/5 student rating
Other requirements
General requirements
Entry requirements for this course will reflect the same admission criteria as:BSc (Hons) Mathematics
- In addition, applicants must have GCSEs – five at grade C / 4 or equivalent including English and Mathematics, as this is a statutory requirement for anyone intending to enter the teaching profession. We accept the GCSE equivalency taken via equivalencytesting.com or astarequivalency.co.uk.
- an interview
- a Disclosure and Barring Service check;
- a Prohibition Order check;
- a satisfactory health declaration.
Tuition Fees
-
International Applies to you
Applies to youNon-residents17500 GBP / year≈ 17500 GBP / year -
Domestic Applies to you
Applies to youCitizens or residents9535 GBP / year≈ 9535 GBP / year
Living costs
Nottingham
The living costs include the total expenses per month, covering accommodation, public transportation, utilities (electricity, internet), books and groceries.
Funding
In order for us to give you accurate scholarship information, we ask that you please confirm a few details and create an account with us.
Scholarships Information
Below you will find Bachelor's scholarship opportunities for Mathematics with Secondary Education (QTS) (Hons).
Available Scholarships
You are eligible to apply for these scholarships but a selection process will still be applied by the provider.
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility
Read more about eligibility