A secondary teacher addresses three pupils in a classroom who are sat in front of computers.

BSc (Hons) Secondary Mathematics Education with QTS

Acquire the skills needed to use technology such as graphics, calculators and mathematics software packages as you become a specialist in Mathematics and gain recommendation for Qualified Teacher Status.

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    • You can opt out at any time at the bottom of each email or by getting in touch with us: [email protected].

      • International Students Can Apply
      • Professional Practice Placements
      • Professional Accreditation


      UCAS Code: X1G1 (2 Years) or X1GC (3 Years)
      Course Length: 2-3 Years Full-Time
      Start Dates: September 2022, September 2023
      Subjects: Education and Teaching
      Location: Edge Hill University
      Example Offers: BCC-BBC (A Level) or DMM (BTEC)
      View full entry criteria

      Successful completion of the programme leads to recommendation for Qualified Teacher Status (QTS).

      A great maths teacher can help pupils grasp the basics of geometry while also delivering calculus master classes to gifted young mathematicians. This programme combines the best in practical teaching experience with extensive degree level knowledge of mathematics. Covering branches such as calculus, discrete mathematics, inferential statistics and statistical modelling, you will be taught by outstanding practitioners and take advantage of excellent learning opportunities, discovering how to incorporate technology such as graphics, calculators and mathematics software packages into your lessons. You will also be given the opportunity to combine theory and practice in school settings, including organising and delivering master classes, and benefit from individually tailored support. The programme guarantees a stimulating, lively and challenging experience that will equip you with the required skills for employment.

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      In Depth

      What will I study?

      This programme is your opportunity to study mathematics at degree level in key areas of pure mathematics, proof and logic, calculus, modelling and statistics. You will develop your aptitude to use mathematics as a means of communication and gain an understanding of the relationship between real world problems and mathematical models. You will also be trained to become a high-quality professional teacher who fosters subject enjoyment and promotes numeracy across the curriculum as well as confidence among pupils.

      How will I study?

      You will learn through your time in university and out on placement. The approaches to teaching and learning are varied and include lectures, tutorials, independent study, practical workshops and seminars. The Edge Hill University Partnership is actively involved in the promotion of mathematics in local schools.

      You will spend a significant amount of time on placement. This puts your training into practice through assisting in, and taking responsibility for, classes, being trained by, and working alongside, mentors and peers to further your professional development. Your teaching timetable will increase as your training progresses and you become more confident in the classroom.

      You will work with pupils from various areas, backgrounds and abilities providing you with excellent experience in classroom management and the ability to teach individuals and groups at a range of levels.

      How will I be assessed?

      You will be assessed through work based on your classroom experience, showing your ability to plan effectively, undertake assessment and develop your subject knowledge. Your mathematics subject knowledge is assessed through a combination of programme work assignments and presentations. As you progress from observer to teacher in school, you will be assessed through lesson observation reports. Your professional development will be mapped against the Teachers’ Standards for the award of QTS.

      There are no formal written examinations as part of the current assessment methods on this programme.

      Who will be teaching me?

      The Faculty of Education has been at the forefront of teacher education for 135 years and today enjoys the enviable position of being one of the country’s leading providers of education, training and research for the children’s workforce.

      You will be taught by tutors at the cutting edge of national developments within education who write textbooks and mathematics schemes for national publication.

      The programme team run an annual national competition for schools and is actively involved in the promotion of mathematics in local schools. These links are of real benefit to our trainees and allow the opportunity for a series of Royal Institution masterclasses for Year 9 pupils to be planned and delivered by Secondary Mathematics Education students each year.


      Housed in a state-of-the-art £9million building, the Faculty of Education enjoys a stunning setting from both its lakeside and piazza buildings.

      Facilities in the lakeside building include a 300-seat lecture theatre, five well-equipped ICT suites, and 18 teaching rooms complete with the latest technology. The lakeside building is also home to a popular vegan and vegetarian cafe where students can meet to socialise and discuss their studies.

      The nearby piazza building offers modern facilities including a lecture theatre and a number of seminar rooms.


      Timetables for your first week are normally available at the end of August prior to enrolment in September. You can expect to receive your timetable for the rest of the academic year during your first week. Please note that while we make every effort to ensure that timetables are as student-friendly as possible, scheduled teaching can take place on any day of the week. Wednesday afternoons are normally reserved for sports and cultural activities.


      Every effort has been made to ensure the accuracy of our published course information, however our programmes are subject to ongoing review and development. Changing circumstances may necessitate alteration to, or the cancellation of, courses.

      Changes may be necessary to comply with the requirements of accrediting bodies, revisions to subject benchmarks statements, to keep courses updated and contemporary, or as a result of student feedback. We reserve the right to make variations if we consider such action to be necessary or in the best interests of students.


      Expand All

      Year 1

      Compulsory modules:

      MAT1002Algebraic Structure (20 credits)

      Algebraic Structure focuses on aspects of pure mathematics. The module will equip you with a deep understanding of numbers and examine the links between algebra and geometry. You will be introduced to the concepts which underpin mathematics at degree level. This includes mathematical principles such as algebraic structure, proof, matrix algebra and the extension of the number system to include complex numbers. You will also be introduced to computer algebra and mathematical word processing.

      Assessment: Coursework: 100%.

      MAT1001Differential Calculus (20 credits)

      Differential Calculus provides a foundation in calculus, introducing the fundamental mathematical concepts which underpin mathematics at degree level. Calculus is one of the foremost branches of mathematics and its mathematical discipline has a unique legacy over the history of mathematics. This module enables you to use a mixture of numerical and analytical techniques to help achieve a deeper understanding of key concepts. It also embraces topics such as functions, limits, the fundamental theorem of calculus, differentiation from first principles, differentiating hyperbolic functions and inverse hyperbolic functions, improper integrals, numerical solutions, numerical differentiation, numerical integration and approximations to functions.

      Assessment: Coursework: 100%.

      MAT1000Discrete Mathematics and Combinatorics (20 credits)

      Discrete Mathematics and Combinatorics explores a variety of topics within discrete mathematics. This is the branch of mathematics that deals with countable sets. The module introduces the concepts of using discrete mathematics to model and solve problems. It provides you with the opportunity to study modern topics within mathematics, gaining an appreciation and understanding of the algorithms involved in the graphs and networks used in computers and route planners such as Google Maps. You will additionally focus on combinatorics, which involves the selecting or counting of objects to satisfy certain criteria and deciding when the criteria can be met. Graph theory, flow, matchings, allocation and transportation will also be introduced, all of which have numerous applications in solving real life problems.

      Assessment: Coursework: 50%, Practical(s): 50%.

      SEC1001Establishing Educational Values for Schools and Learners (20 credits)

      Establishing Educational Values for Schools and Learners introduces you to the underlying concepts, principles and values in educational theory, policy and practice. Predominantly focused on the present day, the module will equip you with a deeper understanding of contemporary education. This will ensure that you are comprehensively prepared for practice in educational settings. You will also have the opportunity to consider your own sets of values and predispositions and begin to develop a critical understanding of how seemingly objective values may disguise highly subjective ideological concepts.

      Assessment: Practical(s): 100%.

      SEC1003Establishing the Conditions for Learning in Mathematics (20 credits)

      Establishing the Conditions for Learning in Mathematics combines taught sessions on campus with experiential observations in schools. The module introduces you to the practical elements of teaching mathematics and provides an insight into good teaching practice and barriers to pupils’ learning. You will participate in lessons under the direction of a mentor and steadily increase your responsibility for planning and teaching. You will initially teach parts of lessons and build to whole class lessons, teaching jointly with your mentor at first, then individually. The placement will typically equate to 30 hours of teaching across an eight-week period. While being guided in the craft of teaching mathematics, you will also be introduced to wider school issues such as behaviour management, inclusion, and child wellbeing and psychology. These combined elements will enable you to begin to gathering evidence to show that you are starting to meet the Teachers’ Standards.

      Assessment: Practical(s): 100%.

      SEC1000Establishing the Conditions for Studentship (20 credits)

      Establishing the Conditions for Studentship introduces the themes of studentship, educational research, learning environments and professional identity. You will develop an initial understanding of the four areas to construct an identity as an academic learner and student teacher. The module will build personal resilience and promote independence within a community of learners, encouraging you to connect with your own experiences to develop your practice.

      Assessment: Coursework: 100%.

      Year 2

      Compulsory modules:

      MAT2001Applications of Calculus (20 credits)

      Applications of Calculus recognises that calculus is a form of mathematics which has applications deeply integrated in every branch of the physical sciences, computer science, statistics, engineering, economics, business and medicine. Applications of calculus are part of modern mathematics education, combining logic and precision with intuition and imagination. This module enhances your knowledge of calculus and introduces greater rigour into your studies. You will explore new topics such as polar coordinates, applications of higher order partial derivatives, double integrals and centres of mass in two dimensions, as well as the application of first order ordinary differential equations in real life. Although computers and graphic calculators will be used, the emphasis is on enhancing, not replacing, your mathematical skill and reasoning.

      Assessment: Coursework: 50%, Practical(s): 50%.

      SEC2001Building Knowledge of Educational Values (20 credits)

      Building Knowledge of Educational Values develops your critical engagement with the underlying concepts, principles and values of educational theory, policy, and practice. Through a central focus on the past, you will track the genealogy and evolution of values and gain insight into the mutability of these apparently fixed social concepts and principles. The module will engage you with the idea that values are not fixed, that they have not always been as they currently are, and that they will therefore continue to change and evolve in the future.

      Assessment: Coursework: 100%.

      SEC2003Building Knowledge of Teaching Mathematics (20 credits)

      Building Knowledge of Teaching Mathematics develops the practical elements of teaching mathematics on a professional practice placement while critically engaging with the underlying concepts and principles of educational theory and policy. The placement will typically equate to 60 hours of teaching across an eight-week period. You will assume significant teaching responsibility, developing your skills in planning teaching episodes and ensuring that pupils make progress. With comprehensive support and mentoring, you will plan lessons and sessions, or parts of lessons and sessions, for up to 50% of a Newly Qualified Teacher’s typical timetable, covering small group, whole class and solo teaching as appropriate. You will reflect on your own practice and school and educational policies and gather evidence to show that you are progressing towards meeting the Teachers’ Standards.

      Assessment: Coursework: 100%.

      SEC2000Building Research Informed Knowledge (20 credits)

      Building Research Informed Knowledge further develops the themes of studentship, educational research, learning environments and professional identity. You will progress your understanding of these four areas while continuing to develop your role as an academic learner, researcher and student teacher. Exploring the significance, implications and impact of educational research on your own practice, the module will explore a range of research perspectives and methodologies in education. You will receive a comprehensive overview of the research process and consider ethical issues related to the practical application of research.

      Assessment: Coursework: 100%.

      MAT2000Inferential Statistics (20 credits)

      Inferential Statistics develops your understanding of statistical techniques and test-structures. The module embraces essential topics such as probability distributions, sampling techniques, hypothesis testing, application of the central limit theorem, confidence intervals, chi-squared tests, goodness of fit, contingency tables, Type 1 and Type 2 errors, and the power of a hypothesis test. The module will reveal how hypothesis testing, estimation and prediction are used in a growing number of real-world fields and are central to much academic research work.

      Assessment: Coursework: 50%, Practical(s): 50%.

      MAT2002Linear Algebra (20 credits)

      Linear Algebra is central to both pure and applied mathematics and is vital to practically every area of modern science. It is the branch of mathematics concerning vector spaces and linear mappings between such spaces. It includes the study of lines, planes and subspaces but is also concerned with properties common to all vector spaces. The module explores the links between numbers, algebra and geometry, embracing topics such as linear algebra, solving linear equations, Eigenvectors, numerical techniques and Guassian elimination. You will learn how to apply algebraic results geometrically, recognise applications of linear algebra and interpret results, explain and manipulate the concepts of a vector space, and use and interpret the output of computer algebra and graphing packages to solve and present solutions to problems in algebra and geometry.

      Assessment: Coursework: 100%.

      Year 3

      Compulsory modules:

      SEC3001Exploring Possibilities for Schools and Learners (20 credits)

      Exploring Possibilities for Schools and Learners considers a hypothetical future for education. Engaging you with the concepts and principles of educational values, the speculative nature of this module will equip you with the knowledge, understanding, critical skills and self-awareness to develop convincing and complex critiques of where education appears to be heading. You will contrast this with where you think it ought to be heading. The module will enable you to develop as a practitioner with sophisticated and robust opinions about how education ought to be practised and governed, informed by the latest insights into theory, policy and practice. This focus on the future will prepare you to become an agent of change in your future career, equipped with the knowledge, motivation and communication skills to lead movements for positive change.

      Assessment: Coursework: 100%.

      SEC3003Exploring Possibilities in Teaching Mathematics (20 credits)

      Exploring Possibilities in Teaching Mathematics enables you review, consolidate, extend and apply your knowledge through a final professional practice placement. The placement will typically equate to 120 hours of teaching across a twelve-week period. Demonstrating excellence in the practice of teaching mathematics, you will take a full role in school life, from tutor work and pastoral care to extra-curricular activities, parents’ evenings, school events, professional development activities and other enhancement opportunities which may be offered by your setting. You will also reflect on your own practice, assessing your strengths and weaknesses, responding to feedback and honing your skills and abilities. The module will enable you to demonstrate that you have met the Teachers’ Standards.

      Assessment: Coursework: 100%.

      MAT3001Integral Calculus (20 credits)

      Integral Calculus develops your understanding of the techniques of differential and integral calculus in multivariate settings. The module considers applications of triple integrals in finding the volumes of three-dimensional solids and centres of mass using spherical and cylindrical coordinates. It also considers second order differential equations and their applications to real-life situations. You will learn how to find general solutions for special types of differential equations and appreciate the existence and uniqueness of solutions. You will also discover how to deploy various tests for convergent and divergent series and use 3×3 Jacobian matrices.

      Assessment: Coursework: 100%.

      MAT3002Number Theory (20 credits)

      Number Theory is the study of the fascinating properties of the natural number system. The module is about the theory of whole numbers, deepening your knowledge of numbers and giving you the opportunity to put the study of numbers into a wider cultural and historical context. You will explore some of the fundamental properties of prime numbers and the fundamental theorem of arithmetic, as well as the properties of congruences and elementary number theories, such as Fermat’s theorem, Wilson’s theorem and Euler’s theorem. You will also discover how to manipulate continued fractions and develop your knowledge and understanding of some of the many number theoretic functions such as ‘number of divisors’ and ‘sum of divisors’.

      Assessment: Coursework: 100%.

      SEC3000Researching Possibilities in Secondary Education (20 credits)

      Researching Possibilities in Secondary Education enables you to conduct a piece of self-initiated research on a relevant topic of your choice. The module draws together the themes of studentship, educational research, learning environments and professional identity from earlier in the programme. You will further enhance your knowledge and understanding of research, developing critical and analytical skills in reviewing both literature and educational research methodologies, while gaining additional expertise in presenting data in a variety of formats. The value of research for teachers and wider school communities will also be explored.

      Assessment: Coursework: 100%.

      MAT3000Statistical Modelling (20 credits)

      Statistical Modelling develops and extends the use of statistics in more complex problem solving and research design. The focus on mathematical structure in the module serves a dual purpose. First, you will gain understanding of, and confidence in, the procedures that you are using. Second, the module will prepare you for the demands of statistics as an ever-growing subject area. Embracing important statistical topics such as multiple regression analysis, Markov Chains and Estimators, you will select and execute tests for averages based upon parametric and non-parametric data, analyse and calculate estimators, use probability models to solve problems, and access and make appropriate use of computer software in data analysis.

      Assessment: Coursework: 100%.

      Entry Criteria

      Entry Requirements

      • 3 Year Route – typical offer 104-112 UCAS Tariff points. An A Level at minimum grade C (or equivalent) in Mathematics is required, plus GCSE English Language and Mathematics at Grade C or Grade 4 or above (or equivalent);
      • 2 Year Route – relevant HND/HNC or Part1 (120 credits at Level 4) of a relevant degree programme, plus GCSE English Language and Mathematics at Grade C or Grade 4 or above (or equivalent). You are expected to have a commitment to, and understanding of, secondary education, demonstrating the personal attributes, values and motivation required to train as a teacher.

      Please note, for the purposes of initial teacher training, level 2 literacy and numeracy qualifications are not considered as equivalent to GCSE Grade C or Grade 4 in English Language and Mathematics.

      An interview forms part of the selection process.

      If you accept a formal offer from Edge Hill University you will be required to meet the Department for Education’s standards for physical and mental fitness to teach and clearance to work with children. Further information, including a Declaration of Health questionnaire and details of how to apply for a Disclosure and Barring Service (DBS) Enhanced Disclosure will be sent to you after you have firmly accepted an offer.

      Example Offers

      Some examples of how you can achieve 104-112 UCAS Tariff points are detailed below.

      • A Level: BCC-BBC;
      • BTEC Extended Diploma (or combination of BTEC QCF qualifications): Distinction, Merit, Merit (DMM);
      • International Baccalaureate (IB): We are happy to accept IB qualifications which achieve the required number of UCAS Tariff points. Subject-specific requirements at Higher Level (HL) Grade 5 may apply;
      • Access to Higher Education Diploma: 45 credits at Level 3, for example 9 credits at Distinction and 36 credits at Merit or 15 credits at Distinction and 30 credits at Merit. The required total can be attained from various credit combinations.

      Please note, the above examples may differ from actual offers made. A combination of A Level and BTEC awards may also be accepted.

      If you have a minimum of two A Levels (or equivalent), there is no maximum number of qualifications that we will accept UCAS points from. This includes additional qualifications such as Extended Project Qualification (EPQ), AS Levels that haven’t been continued to A Level, and General Studies AS or A Level awards.

      For further information on how you can meet the entry requirements, including details of alternative qualifications, please visit www.edgehill.ac.uk/offers.

      EU students can get country-specific information about the University’s entry requirements and equivalent national qualifications at www.edgehill.ac.uk/eu.

      International students should visit www.edgehill.ac.uk/international for information on the entry criteria for overseas applicants.

      English Language Requirements

      International students require IELTS 6.0, with a score no lower than 5.5 in each individual component, or an equivalent English language qualification.

      If your current level of English is half a band or one band lower, either overall or in one or two elements, you may want to consider our Pre-Sessional English course.

      Are there any alternative ways to meet the entry requirements?

      If you have the ability to study for a degree but lack the necessary qualifications or confidence, our Fastrack: Preparation for Higher Education course could be for you. This free, seven-week programme provides a great opportunity to enhance your study skills and subject knowledge and demonstrate that you are ready to study a particular subject with us, in lieu of achieving the UCAS Tariff points in the entry criteria.

      Upon successful completion of a Fastrack course, you will be well placed to progress onto a corresponding Edge Hill University degree, although additional entry requirements may apply and the availability of specific programmes cannot be guaranteed. For more information, visit www.edgehill.ac.uk/fastrack.

      Career Prospects

      What are my career prospects?

      This degree is accredited by the Department for Education. Successful completion of the programme will enable you to gain recommendation for Qualified Teacher Status (QTS).

      You will graduate as an outstanding secondary mathematics teacher who is able to bring excellent subject knowledge to a first teaching post. This qualifies you to teach in secondary schools or sixth form colleges. You will also have practical experience in mainstream schools and special schools together with a comprehensive set of mathematics skills and knowledge of mathematics to degree level. You will have subject pedagogy to enable you to excel in the classroom.

      We offer excellent support to help you gain your first post as a newly qualified teacher and have a proven track record with previous graduates working in schools across the UK.

      Before the end of your degree, you will need to complete a Career Entry and Development Profile (CEDP) which acts as a useful bridge between your initial teacher training programme and your two-year induction as an early career teacher.


      Tuition Fees

      If you are a prospective UK student who will be joining this undergraduate degree in academic year 2022/23, the tuition fee will be £9,250 a year. Tuition fees for international students enrolling on the programme in academic year 2022/23 are £15,000 a year.

      EU/EEA and Swiss students who have settled or pre-settled status under the EU Settlement Scheme, as well as Irish nationals, may be eligible for the UK tuition fee rate.

      The University may administer a small inflationary rise in tuition fees, in line with Government policy, in subsequent academic years as you progress through the course.

      Financial Support

      Subject to eligibility, UK students joining this undergraduate degree can apply for a Tuition Fee Loan from the Government to cover the full cost of tuition fees. UK students enrolling on the programme may also be eligible to apply for additional funding to help with living costs.

      For comprehensive information about the financial support available to eligible UK students joining this programme in academic year 2022/23, together with details of how to apply for potential funding, please view our Money Matters 2022/23 guide at www.edgehill.ac.uk/undergradfinance2022.

      EU/EEA and Swiss students who have settled or pre-settled status under the EU Settlement Scheme may be eligible to apply for financial support. Irish nationals should ordinarily apply to Student Universal Support Ireland (SUSI). Please see www.edgehill.ac.uk/eufinance for further details.

      Financial support information for international students can be found at www.edgehill.ac.uk/international/fees.


      Ten scholarship winners sitting together in a lecture theatre at the Scholarship Awards Evening.Edge Hill University offers a range of scholarships with a competitive application process for prospective full-time undergraduate students.

      These scholarships aren’t linked to academic success and celebrate determination, talent and achievement beyond your coursework, for instance in creativity, enterprise, ICT, performance, sport or volunteering.

      To find out more about scholarships, to assess your eligibility, and to meet some of our dedicated scholarship winners, visit www.edgehill.ac.uk/scholarships.


      How to Apply

      Apply online through UCAS at www.ucas.com.

      Visit www.edgehill.ac.uk/applyucas to find out more about the application process.

      Further information for international students about how to apply is available at www.edgehill.ac.uk/applyinternational.

      Should you accept an offer of a place to study with us and formally enrol as a student, you will be subject to the provisions of the regulations, rules, codes, conditions and policies which apply to our students. These are available at www.edgehill.ac.uk/studentterms.

      Visit Us

      If you are considering applying to study at Edge Hill University, the best way to gain an insight into student life is to discover our stunning campus for yourself by attending an open day. You can view dates and book your place at www.edgehill.ac.uk/opendays.

      Alternatively, if you are unable to attend an open day, you can find out more about our full range of events for prospective students, including campus tours and virtual activities, at www.edgehill.ac.uk/visitus.

      Request a Prospectus

      If you would like to explore our full range of degrees before you apply, you can order an undergraduate prospectus at www.edgehill.ac.uk/undergradprospectus.

      Get in Touch

      If you have any questions about this programme or what it’s like to study at Edge Hill University, please contact:

      International students should visit www.edgehill.ac.uk/international or email [email protected] with any queries about overseas study.

      Course Changes

      Expand All This tab outlines any material changes to course content, programme structure, assessment methods, entry criteria, and modes of study or delivery, implemented in the past two years. Future material changes will be added here as amends are made to course information.

      2nd March 2021 - Update to Example Offers

      Example offers updated to include the Education and Childcare T Level with an overall grade of Merit.

      6th November 2020 - Change of Modules

      MAT1000 Discrete Mathematics and Combinatorics (20 credits), MAT1001 Differential Calculus (20 credits), MAT1002 Algebraic Structure (20 credits), SEC1000 Establishing the Conditions for Studentship (20 credits), SEC1001 Establishing Educational Values for Schools and Learners (20 credits) and SEC1003 Establishing the Conditions for Learning in Mathematics (20 credits) replace SUG1000 Professional Practice 1A (20 credits), SUG1001 Personal and Professional Conduct – Transition into Higher Education and the Teaching Profession (20 credits), SUG1005 Principles, Pedagogy and Planning in Mathematics (20 credits), SUG1021 Mathematical Proof and Logic (20 credits), SUG1022 Modelling Using Mechanics (20 credits), SUG1023 Understanding Continuous Functions (20 credits) and SUG1024 Exploring Algebraic and Geometric Structure (20 credits) as compulsory modules in Year 1.

      MAT2000 Inferential Statistics (20 credits), MAT2001 Applications of Calculus (20 credits), MAT2002 Linear Algebra (20 credits), SEC2000 Building Research Informed Knowledge (20 credits), SEC2001 Building Knowledge of Educational Values (20 credits) and SEC2003 Building Knowledge of Teaching Mathematics (20 credits) replace SUG2000 Professional Practice 1B (20 credits), SUG2001 Personal and Professional Conduct – Legal Requirements for Professional Practice (20 credits), SUG2005 Creative Medium-Term Planning and Teaching in the Mathematics Classroom (20 credits), SUG2010 Educational Research Methods for School Improvement (20 credits), SUG2020 Statistical Inference (20 credits), SUG2021 Discrete Mathematics (20 credits) and SUG2022 Linear Algebra (20 credits) as compulsory modules in Year 2.

      MAT3000 Statistical Modelling (20 credits), MAT3001 Integral Calculus (20 credits), MAT3002 Number Theory (20 credits), SEC3000 Researching Possibilities in Secondary Education (20 credits), SEC3001 Exploring Possibilities for Schools and Learners (20 credits) and SEC3003 Exploring Possibilities in Teaching Mathematics (20 credits) replace SUG3000 Professional Practice 2 (40 credits), SUG3001 Personal and Professional Conduct – Employability (20 credits), SUG3005 Classroom Assessment and Target Setting Skills in Mathematics (20 credits), SUG3012 School Improvement Study in Mathematics (20 credits), SUG3025 Mathematical Models (20 credits), SUG3026 Number Theory (20 credits) and SUG3027 Ordinary Differential Equations (20 credits) as compulsory modules in Year 3.

      Covid-19 - Secondary Mathematics Education with QTS Essential Information

      Secondary Mathematics Education with QTS Course Statement

      You will spend a significant amount of time in schools and delivering blended learning online.

      Teaching and Learning at Edge Hill University in 2020

      In this video Pro Vice-Chancellor, Lynda Brady, answers your questions and explains how teaching will work when you join us at Edge Hill University in September.

      Campus Facilities at Edge Hill University in 2020

      In this video Pro Vice-Chancellor, Lynda Brady, explains how we’re preparing the campus for your arrival in September and the facilities that will be available.

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