• Regent’s University London Featured Masters Courses
  • Swansea University Featured Masters Courses
  • Xi’an Jiaotong-Liverpool University Featured Masters Courses
  • University of York Featured Masters Courses
  • University of Edinburgh Featured Masters Courses
  • Leeds Beckett University Featured Masters Courses
  • Imperial College London Featured Masters Courses
De Montfort University Featured Masters Courses
Cass Business School Featured Masters Courses
University of Birmingham Featured Masters Courses
University of Sussex Featured Masters Courses
University of Birmingham Featured Masters Courses
"teaching" AND "mathemati…×
0 miles

Masters Degrees (Teaching Mathematics)

  • "teaching" AND "mathematics" ×
  • clear all
Showing 1 to 15 of 1,289
Order by 
This diploma course offers an additional qualification for functional skills/numeracy teachers who have already undertaken an initial teaching qualification. Read more
This diploma course offers an additional qualification for functional skills/numeracy teachers who have already undertaken an initial teaching qualification. It is also appropriate for teachers of other subjects who wish to teach numeracy.

The course provides a framework for teachers to complete a Christ Church University diploma and meets the requirements for functional skills/numeracy teachers working in the Lifelong Learning Sector.

There is an emphasis on allowing teachers to develop their knowledge of issues in functional skills/ numeracy through relevant academic study and interaction with other course members.

On most courses participants are drawn for a wide range of professional settings, so you'll learn from the experiences of your peers and expand your professional network.

Visit the website: https://www.canterbury.ac.uk/study-here/courses/postgraduate/teaching-mathematics.aspx

Course detail

The main focus of the course is on working with teachers of functional skills/numeracy or those training to be teachers, to enhance and develop their subject knowledge. Students attend a course lasting approximately 50 taught hours.

• Numeracy and the Learners
• Understand the roles of mathematics and numeracy in the world at large
• Develop knowledge of the effects of learner backgrounds and needs on numeracy and mathematics learning
• Developing Numeracy Knowledge and Understanding
• Understand the origins and status of mathematical knowledge and the effect on mathematics curriculum development
• Develop learners' mathematics and numeracy in a range of settings and contexts
• Numeracy Teaching and Learning
• Plan mathematics and numeracy-related module outlines and lessons considering learner needs, curriculum requirements, diversity and equality of opportunity
• Select, develop and use appropriate resources for mathematics/ numeracy learning, including ICT where appropriate

Throughout each module you're encouraged to develop your subject knowledge and adopt appropriate approaches to mathematics and numeracy teaching.

Assessment

Assessment is through written assignments and four observed lessons.

What can I do next?

Completion of the diploma in addition to a recognised teaching qualification allows Numeracy teachers to apply for QTLS (Qualified Teacher Learning and Skills).

How to apply

For information on how to apply, please follow this link: https://www.canterbury.ac.uk/study-here/how-to-apply/how-to-apply.aspx

Funding

-Masters Loans-

From 2016/17 government loans of up to £10,000 are available for postgraduate Masters study. The loans will be paid directly to students by the Student Loans Company and will be subject to both personal and course eligibility criteria.

For more information available here: https://www.canterbury.ac.uk/study-here/funding-your-degree/funding-your-postgraduate-degree.aspx

-2017/18 Entry Financial Support-

Information on alternative funding sources is available here: https://www.canterbury.ac.uk/study-here/funding-your-degree/2017-18-entry-financial-support.aspx

Read less
Are you a maths teacher wanting to develop your subject knowledge alongside studying at level 7? This online programme builds on CPD provided by Mathematics, Education and Industry (MEI) to support your classroom teaching through a deep consideration of the educational issues surrounding A level and further level mathematics. Read more
Are you a maths teacher wanting to develop your subject knowledge alongside studying at level 7? This online programme builds on CPD provided by Mathematics, Education and Industry (MEI) to support your classroom teaching through a deep consideration of the educational issues surrounding A level and further level mathematics. Ideal for those wanting to take their post-16 mathematics teaching further.

Careers with this subject

This programme is for practising mathematics teachers (or those with experience of teaching) at post-16 level. It can be taken over 1 or 2 years part time and will support your career development by providing expertise in teaching at this level and a theoretical base which will make you more able and confident to manage educational decision making.

Key features

-Taught in collaboration with MEI.
-Taught online using a virtual learning environment, then supporting you individually through tutorial work by phone or video conference, the programme becomes open to anyone.
-Practice-focused assignments which help you to theorise practice and practise your theorisation.
-Based on the professional experience of MEI staff and the academic expertise of Plymouth University’s Institute of Education.
-Starting with MEI’s CPD course (not part of the programme) to support your mathematics and pedagogy, the programme builds on Plymouth Institute of Education’s extensive expertise in supporting teaching and learning through study at level 7.
-Focused on your interests and needs, the programme provides a well-tailored, professionally useful, but also academically rigorous experience for mathematics educators.
-Comprises two modules (30 credits each), on completion there is an option to continue studying towards a full masters award (180 credits).
-Introduced at a time when new curriculum provision is changing the requirements on post-16 mathematics teachers, particularly in terms of teaching mechanics and statistics.

Course details

The programme can be taken over one or two years part-time. You complete two modules from the following:
-Teaching Further Mathematics 1
-Teaching Further Mathematics 2
-Teaching Mechanics 1
-Teaching Mechanics 2
-Teaching Statistics 1
-Teaching Statistics 2
-Teaching Advanced Mathematics (TAM is a one year course and has special arrangements associated with it – ask for details).

Optional modules
-METM701 Teaching Advanced Mathematics 1
-METM702 Teaching Advanced Mathematics 2
-METM704 Teaching Further Mathematics 2
-METM706 Teaching A-level Mechanics 2
-METM708 Teaching Statistics 2
-METM703 Teaching Further Mathematics 1
-METM705 Teaching A-level Mechanics 1
-METM707 Teaching Statistics 1

Read less
The University of Northampton is passionate about transforming children’s lives and inspiring change. Our Postgraduate Certificate in Primary Mathematics Specialist programme has the ambitious target of ensuring that every school in our region has access to a teacher trained at Masters level. Read more
The University of Northampton is passionate about transforming children’s lives and inspiring change. Our Postgraduate Certificate in Primary Mathematics Specialist programme has the ambitious target of ensuring that every school in our region has access to a teacher trained at Masters level.

The programme is a two-year Masters level course through which participating teachers extend their knowledge, skills and understanding of mathematics and related pedagogy, and develop the skills to support other colleagues in mathematics. The University of Northampton has been successfully leading the programme across a wide range of local authorities since 2009, with over 640 successful graduates.

This course is for serving teachers and aims to transform teaching and learning in mathematics. Each teacher develops their own subject and pedagogical knowledge. No pre-existing specialist knowledge of mathematics is assumed, so this course is suitable for all teachers of primary mathematics. Within this course there is a strong focus on promoting reasoning and problem solving in primary mathematics. This course will provide teachers with the professional recognition of specialist teacher of mathematics and enhance confidence in teaching and leading the subject. Teachers currently on the programme have found it rewarding and stimulating.

Course content

The course provides Masters level professional development for teachers in the curriculum area of mathematics. The content is focused on developing connectionist pedagogical approaches to teaching and learning in primary mathematics. This programme is especially relevant since it focuses on developing aspects such as fluency, reasoning and mastery that reflects current government agendas. The aims of the course provide opportunities for the teachers to:
-Broaden and deepen mathematics subject and pedagogical knowledge through critically analysing the connections and structures within mathematics.
-Deepen understanding of how pupils develop understanding of mathematics through analysing mathematical thinking and reasoning with a range of pedagogical approaches.
-Critically analyse and evaluate their own and their pupils’ learning of mathematical thinking and reasoning.
-Develop professional collaborative and leadership skills using a peer coaching approach to improve teaching and learning of mathematics in their school.
-Further develop leadership skills by undertaking a whole-schoold evelopment project to improve a particular aspect of mathematics teaching and learning within their own school.

Course modules (16/17)

-Subject and Pedagogical Knowledge in the Teaching of algebra and geometry
-Subject and Pedagogical Knowledge in the Teaching of number, calculation, measures and data handling

Methods of Learning

The course covers several methods of study which include:
-Face-to-face university-led tutition delivered through two residential weekend events. (These are included in the tuition fees for the accomodation and meals) Regular local network meetings each year.
-Autonomous learning is an important aspect of masters level study. This is achieved through work at the University and at school including: directed mathematical tasks pedagogical research.
-Engagement with online materials such as library resources.
-Engagement with online discussions and face to face discussions.
-Analytical and critical approaches to relating theory to practice with particular reference to work in school.

Schedule

-Teaching activities, workshops and seminars, online tutorial and support: 30 study hours
-Directed tasks and network sessions: 50 study hours
-Directed reading: 50 study hours
-Self-directed study: 70 study hours
-Assessment activity: 100 study hours

The teaching activities and workshops are achieved mainly through two weekend residential events each year (making four weekends altogether). For 2016-17 the first two residential weekends are on 5th/6th November 2016 and 4th/5th March 2017.

Assessments

The first year of the programme has two assignments. The first is a reflective discussion of your own mathematical learning with an activity, which you then relate to children’s learning for the same activity. The second assignment is a small project to coach or mentor a colleague within school. For this assignment you will reflect on the impact on teaching and learning for the colleague but also on your own development as a leader of mathematics in school.

The second year has one assignment. This is a small-scale research project that develops an aspect of mathematics across your school. You will use and reflect upon approaches to teaching and learning from the course to improve an aspect of mathematics in your own school. You will also present your whole-school project with a small presentation at the final network meeting. For all of the assignments you will receive personal tutorials and feedback on draft assignments.

Facilities and Special Features

The key feature of this course, and the main reason for its success, is that this programme provides a direct impact upon teaching and learning across the whole school. While this is continuing professional development for one teacher, there is a process of enabling the teacher to lead change in mathematics teaching across the whole school.

Careers

This programme allows teachers to gain a Post Graduate Certificate in mathematics specialist teaching. It has enabled teachers to gain recognition as excellent teachers and leaders of primary mathematics teaching and learning. Some teachers have progressed and gained employment specifically as leaders of mathematics in schools. Others have set up their own companies producing teaching and learning resources based on the principles of the programme. Some teachers have also gained further modules towards a full masters degree. This year some of the first graduates of this programme will be receiving their Masters Degree in Mathematics Education.

Read less
This programme enables students to improve their mathematics teaching at primary level, take a lead in their school in mathematics education, gain a deep knowledge of mathematics from Foundation Stage up to Key Stage 3, assess children’s learning, and gain 90 ‘M’ level credits to put towards a Master’s degree. Read more
This programme enables students to improve their mathematics teaching at primary level, take a lead in their school in mathematics education, gain a deep knowledge of mathematics from Foundation Stage up to Key Stage 3, assess children’s learning, and gain 90 ‘M’ level credits to put towards a Master’s degree.

Degree information

This programme aims to develop students’ knowledge and methods of teaching and learning mathematics. It will prepare participants to play a leading role in supporting their colleagues in developing their mathematics teaching. The programme covers topics such as algebra, geometry, fractions, early counting, and working with colleagues.

Students undertake modules to the value of 90 credits.

The programme consists of three core modules (90 credits).

Core Modules:
-Primary Mathematics Specialist Teaching: Mathematics and Pedagogy
-Primary Mathematics Specialist Teaching: Theory into Practice
-Primary Mathematics Specialist Teaching: Whole School Issues

Options:
-There are no optional modules on this programme.

Dissertation/report

Teaching and Learning:
The programme is delivered through a combination of face-to-face sessions and activities to be carried out in school between sessions. Assessment is through written assignments and a portfolio of work, including a reflective essay.

Fees notes

Fees for flexible, modular study are charged pro-rata to the appropriate full-time Postgraduate Certificate's fee taken in an academic session. The tuition fee schedule for 2016/17 entry can be viewed on the UCL Current Students website.

Funding

There are a number of scholarships available that are relevant to this department. For more information please visit: http://www.ucl.ac.uk/prospective-students/graduate/taught/degrees/postgraduate-certificate-primary-mathematics-specialist-teaching-mast

For a comprehensive list of the fundingopportunities available at UCL, including funding relevant to your nationality, please visit the Scholarships and Funding website: http://www.ucl.ac.uk/prospective-students/scholarships

English Language requirements

If your education has not been conducted in the English language, you will be expected to demonstrate evidence of an adequate level of English proficiency.

The English language level for this programme is: Special. Only the IELTS or a pass to the required standard in the Institute of Education's pre-sessional English (PASHE) course are accepted. If taking IELTS, applicants must obtain an overall grade of 7.0 with a minimum of 6.5 in the reading subtest and 6.0 in the writing subtest.

Careers

The Williams report identifies the Mathematics Specialist Teacher as someone who, in partnership with the senior leadership team, will share the "responsibility and planning for improving, strengthening and developing mathematics teaching and learning within the school". For a Mathematics Specialist Teacher working in a cluster or federation of small schools, this may involve fulfilling this role more widely.

Employability

On successful completion of the programme, the Mathematics Specialist Teacher will have deep mathematical subject and pedagogical knowledge that informs and is informed by their own practice through study, analysis and research. They will have developed the collaborative, practice-transfer skills needed to work with colleagues across the school to develop their subject and pedagogical knowledge and to implement improvements in the teaching and learning of mathematics for all children in the school.

Why study this degree at UCL?

The Department of Learning and Leadership at UCL Institute of Education has developed an internationally recognised reputation for early childhood and pre-school and primary education studies.

The department provides opportunities for specialist study of early years and primary education in initial teacher education and at postgraduate and doctoral levels. It also offers and hosts a range of events including research seminars and conferences in the field.

In all its work, the department is strongly committed to working in partnership with government agencies, education authorities, schools, early years and community groups and other departments within UCL Institute of Education.

Application and next steps

Applications:
Students are advised to apply as early as possible due to competition for places. Those applying for scholarship funding (particularly overseas applicants) should take note of application deadlines.

Who can apply?
The programme is designed for fully qualified teachers working either full- or part-time at primary level or in an early years setting (including special needs schools or pupil referral units) in the UK.

Applicants are normally expected to be:
-enthusiastic about and committed to developing the knowledge, skills and understanding needed to become a Mathematics Specialist Teacher
-well placed to lead imprrovements in the teaching and learning of mathematics in their school and have a good working relationship with the school's leadership team
-prepared to undertake personal, extended professional learning activities, maintain a professional learning log and undertake professional development tasks that will involve them carrying out in-school support to colleagues.

Application deadlines: 29 July 2016

What are we looking for?

When we assess your application we would like to learn:
-why you want to study Postgraduate Certificate in Primary Mathematics Specialist Teaching at graduate level
-why you want to study … at UCL
-what particularly attracts you to the chosen programme
-how your academic and professional background meets the demands of this challenging programme
-where you would like to go professionally with your degree

Together with essential academic requirements, the personal statement is your opportunity to illustrate whether your reasons for applying to this programme match what the programme will deliver. Applicants who have a portfolio are strongly recommended to submit it when they apply.

Read less
The Postgraduate Certificate in Teaching A-Level Mathematics is designed for practising secondary Mathematics teachers who wish to develop or enhance their teaching at post-16 level. Read more
The Postgraduate Certificate in Teaching A-Level Mathematics is designed for practising secondary Mathematics teachers who wish to develop or enhance their teaching at post-16 level. The course was developed at Warwick University under the aegis of MEI. In addition to developing your subject knowledge, you will focus on the theoretical underpinning of learning advanced Mathematics and will explore the evidence base for the teaching of one mathematical topic in more depth.

If you are considering this programme, you may also be interested in the MSc Mathematics Education.

Facts

Mode of study: a series of full-day sessions, usually in pairs.

Duration: an academic year.

Location: Durham City campus.

How will I be taught?

The course is very 'hands-on'. Expert tutors come from both Durham University and the University of Warwick. You will work with peers on a range of problems and will reflect on both Mathematics and the appropriate pedagogy.

You will be assessed using a variety of methods, including a portfolio, written assignments, reports and presentations.

What will I learn?

The certificate is based on two modules: A-Level Mathematics Pedagogy and Classroom-based Enquiry in A-Level Mathematics.

A-Level Mathematics Pedagogy

The module introduces the theoretical and practical underpinnings of advanced Mathematics teaching and learning and introduces existing research findings in the area. It covers issues such as the role of questioning in the A-Level Mathematics classroom, visual representations of complex concepts, proof and reasoning and the role of ICT. The assessment involves the production of a portfolio (33%) outlining both the development of subject knowledge and practical teaching skills, as well as a written assignment focused on a key topic in the learning and teaching of A-Level Mathematics (67%).

Classroom-Based Enquiry in A-Level Mathematics

The module develops the skills associated with small-scale, classroom-based research methods to enable teachers to explore an aspect of teaching and learning around one mathematical topic in their own classroom. Building on an understanding of research methods gained from existing literature, the module will examine alternative pedagogies in A-Level Mathematics, assessment, the role of optional modules (such as statistics, decision and mechanics) in developing mathematical understanding, as well as methodological ideas such as action research. The module is assessed by a presentation on a chosen classroom-based enquiry topic (33%) and a written report of the methods and findings of the enquiry project (67%).

Who will teach me?

Bernard Murphy is the MEI Programme Leader for CPD. After 11 years in the classroom, in England and, through VSO, in Tanzania, he joined MEI in 2003 to set up the TAM programme at the University of Warwick. Most of his work now involves CPD related to the Mathematics A-Level. In addition, he was recently involved in a European Project 'Awareness of Big Ideas in the Mathematics Classroom', carries out reviews of whole Mathematics departments, regularly presents master classes to primary and secondary school pupils, has been an A-Level principal examiner and is an author of textbooks.

Mike Ollerton is mainly responsible for supporting teachers through the two Master's modules. Mike has worked on Master's programmes since 1998 in Cumbria (formerly St. Martin's, Lancaster), Warwick )from 2011) and more recently in Durham (2012).He has 20+ years of secondary school Mathematics teaching and is passionate about seeking ways to make the learning of Mathematics accessible and understandable. Since 2006, Mike has been a freelance consultant, working with may schools and running courses focusing on problem solving and investigative approaches. He is a long term member of the Association of Teachers of Mathematics.

James Frost is a member of the Durham University team that works alongside MEI in offering the TAM programme. His primary role resides within the practical teaching element of the course and thus, he is responsible for ensuring that the ideals and philosophy of the programme are evident within the classrooms of TAM students. James has 20 years' experience as a teacher and educator, working on BA, B.Ed and PGCE programmes both in the UK and overseas (St. Lucia). Currently studying for a doctoral qualification, James is particularly interested in the use of ICT in Mathematics classrooms, especially the role of multiple representational environments in developing mathematical understanding.

Read less
Well-qualified mathematics teachers are in high demand in London, the UK and across the world. The Mathematics PGCE programme at the IOE is rigorously informed by research, including developments internationally. Read more
Well-qualified mathematics teachers are in high demand in London, the UK and across the world. The Mathematics PGCE programme at the IOE is rigorously informed by research, including developments internationally. Students learn how to make mathematics meaningful, interesting and fun and how to analyse their own and their pupils’ development.

Degree information

The Mathematics PGCE provides an understanding of the nature of mathematics and why it is taught in schools, how pupils learn to think and reason mathematically and how to teach mathematics in such a way that learners enjoy it and choose to study it. Students will learn how to implement research and evidence informed teaching and how to conduct small scale research of your own. The programme comprises established knowledge in mathematics education, as well as the mose up-to-date, developing ideas.

Students undertake two level 7 (Master’s-level) modules of 30 credits each, totaling 60 credits. These can be carried forward onto full Master’s programmes at the IOE.

The Secondary PGCE consists of three core modules: two Master’s-level (level 7) modules, which are assessed through written assignments, and the Professional Practice module, which is assessed by the observation of practical teaching in placement schools.

Completion of the Professional Practice module and the two level 7 (Master’s level) modules (60 credits) will result in the award of a Postgraduate Certificate of Education (PGCE). Completion of the Professional Practice module and one or two level 6 (undergraduate/Bachelor’s level) modules, will lead to the Professional Graduate Certificate of Education (PgCE). There are no optional modules for this programme.

Core modules
-Mathematics, Curriculum and Pedagogy (30 Master's-level credits)
-Mathematics Curriculum in a Wider Context (30 Master's-level credits)
-Professional Practice

Placement
Student Teachers undertake at least two placements (totaling 120 days) at a school or college, during which time their teaching practice is supported by a school subject tutor and mentor. The Professional Practice module is assessed through these placements, associated tasks and a portfolio. We are fortunate to have a good choice of schools with whom we work, with many outstanding mentors and strong mathematics departments.

Teaching and learning
The Mathematics PGCE is delivered via keynote lectures, subject lectures, seminars, workshops, tutorials and directed study days at the IOE, as well as time spent in placement schools or colleges. Assessment is by the observation of practical teaching, assignments and a portfolio (which links with continuing professional development in the induction year).

Careers

Graduates of this programme are currently working across a broad range of areas. Some are working as advisers and consultants in continuing professional development, while others have jobs as mathematics teachers, heads of department and school leaders. Graduates in this area can also be found working as lecturers and researchers in mathematics education.

Top career destinations for this degree:
-Mathematics Teacher, Unspecified Grammar School
-Mathematics Teacher, Unspecified Girls' School
-Mathematics Teacher, Unspecified Secondary School
-Mathematics Teacher, Unspecified Sixth Form College
-Mathematics Teacher, Unspecified Community College

Employability
A PGCE from the IOE carries considerable currency in schools which, alongside the quality of training you receive, puts you in a strong position in the employment market. Last year, all those students who sought employment in a school were successful. We expect 100% success rate in gaining a post in a school by the end of the year.

Why study this degree at UCL?

In partnership with London schools, we support all routes into mathematics teaching, allowing students to benefit from a team of tutors with a wide range of expertise. Students will also be able to develop strong peer networks to share ideas, resources and advice.

Tutors are skilled classroom practitioners with extensive experience of teaching and leadership in secondary schools, and are all active researchers working with schools and government on policy development in the UK and overseas.

Our joint conference in June brings together nearly 200 Mathematics PGCE students from across all routes to work together with tutors and visiting experts to wrestle with policy issues in mathematics education.

Read less
This programme leads to Qualified Teacher Status. It equips you to teach primary age pupils and covers all areas of the curriculum, through lectures, seminars, workshops and tutorials. Read more
This programme leads to Qualified Teacher Status. It equips you to teach primary age pupils and covers all areas of the curriculum, through lectures, seminars, workshops and tutorials. You'll gain 60 Masters level credits and be awarded with a Post-Graduate Certificate of Education. You'll develop your expertise in the subject and pedagogy of Mathematics and build an understanding of progression in the subject. For your Alternative Education Setting (AES) pleacement you'll have an opportunity to work in the Mathematics department of a secondary school. At Masters level you'll develop leadership skills and expertise in the subject and pedagogy of Mathematics.

The programme will give you an in-depth understanding of inclusive practice, equality and diversity to prepare you for a career in London schools. LSBU has a particular focus on social justice and equality that is well matched to the needs of schools in urban and multicultural areas. At LSBU we encourage creativity, reflective pedagogy and sensitivity to educational issues.

Bursaries

The Government provides the following bursaries to be off-set against tuition fees, via the Training Agency. Tuition fees need to be paid by all students direct to LSBU. Students can use any bursary they receive from the Training Agency for this purpose.

As a primary teacher specialising in mathematics, dependent on your mathematics A level qualification, you could be eligible for a training bursary of either £6,000 with a first, 2:1, 2:2, Master’s or PhD or £3,000 for other degree awards.

You do not need to apply for bursaries. Once you have firmly accepted an unconditional offer of a place on a Teacher Training course (and supplied proof of your degree grade) the University will liaise with the Department for Education to put your bursary in place.

See the website http://www.lsbu.ac.uk/courses/course-finder/primary-mathematics-pgce

Modules

H Level Modules:
- Core curriculum
This module covers all aspects of the English, mathematics, science and computing national curriculum at Key Stage 1.

- Professional studies
This module covers theories of learning, planning, teaching and assessment, classroom management and employment.

- Foundation subjects
This module covers the national curriculum foundation subjects including: history, geography, art and design, music, and design technology.

- School experience
School experience begins in week four of the course. During your Reading Mentor placement you'll be placed in a local school three times a week, gaining experience in the teaching of reading. You'll have opportunities to work with a designated child to develop an in-depth understanding of how teaching relates to pupil learning and progress. Your first block school experience is eight weeks and culminates with you leading a class. School experience 2 is a nine week block, and by the end of this placement you will be expected to teach the whole class for up to three days a week.


- Alternative education setting
In term two you will take your Alternative Education Setting placement in the Mathematics department of a secondary school. This enables you to have an understanding of progression in mathematics and compare primary and secondary school pedagogy.

M Level Modules:
- Equality, inclusion and citizenship
This module will allow you to reflect on key issues such as equality, diversity and sustainability in the educational context. You'll undertake a small piece of classroom research.

- Raising Achievement in Mathematics
You'll gain the depth of knowledge and understanding you will need to successfully teach mathematics with competence and confidence, and begin to develop as a specialist in this area. You will explore progression and application across different strands of primary mathematics and at Key Stage 3, including developing pedagogical approaches which will help you motivate and inspire the next generation of mathematics learners. This module will also help you consider what it means to lead mathematics across a school, including considering curriculum design and teacher development.

Employability

Completion and employment rates for our PGCE are both above the sector norms and we have been identified as a good provider of initial teacher training (OFSTED 2014). Although we pride ourselves in providing teachers for London schools, successful students enter the teaching profession in a variety of schools/nurseries within the UK.

All students entering the course have the possibility of gaining up to 60 credits at Masters level, which can be used by students to count towards the award of full Masters qualifications (such as the LSBU MA in Education) gained via further study after graduation.

LSBU Employability Services

LSBU is committed to supporting you develop your employability and succeed in getting a job after you have graduated. Your qualification will certainly help, but in a competitive market you also need to work on your employability, and on your career search. Our Employability Service will support you in developing your skills, finding a job, interview techniques, work experience or an internship, and will help you assess what you need to do to get the job you want at the end of your course. LSBU offers a comprehensive Employability Service, with a range of initiatives to complement your studies, including:

- direct engagement in modules from employers
- Job Shop and on-campus recruitment agencies to help your job search

Professional links

Academics from other institutions and related industries are invited as guest speakers to form part of the Equality Inclusion and Citizenship module. The Alternative Educational Settings (AES) placement provides an opportunity for you to experience teaching and learning in a completely different environment, and is one of the unique aspects of our programme. This placement will provide the opportunity to work in a secondary school mathematics department to gain insights into children's progression in mathematics between KS2 and KS3.

Placements

During the course you'll undertake placements in at least two schools. Placement schools are chosen to provide different experiences including size, organisation and location. Our partnership works with a wide range schools across London. Placements are allocated as best fit for each trainee, but if you live in outer London or beyond it may require careful planning by you so that you are able to work at assigned schools.

In addition you'll undertake a two-week placement in an Alternative Education Setting (AES) and a two-week placement in a secondary school Mathematics department. A key element of the programme is to prepare you to work in multi-cultural, urban settings. In terms of school experience placements, you'll normally be required to do at least one practice in an inner or outer London state school.

Teaching and learning

We provide a thorough training course incorporating all areas of the primary curriculum.

The university based sessions are taught through lectures, workshops, practical sessions, seminars and tutorials. The aim throughout is to encourage creativity, reflective pedagogy and sensitivity to educational issues, aims and objectives. We aim to provide a learning community that actively challenges inequality and injustice. The Masters level course in Raising Achievement in Mathematics and the opportunity to work in a secondary maths department will enhance your understanding of the teaching of mathematics.

In particular, the module on Equality, Inclusion and Citizenship will allow you to reflect on key issues such as equality, diversity and sustainability in the educational context.

You will be encouraged to make links between the theoretical and practical elements of the course. We use an interactive model of teaching and learning and you will be encouraged to think critically about subjects to inform your understanding of effective methods of teaching and learning and how best to apply these in classroom situations.

Read less
The Mathematics Education MA is for teachers, tutors and others interested in how mathematics is taught and learnt. The programme gives students the opportunity to explore issues in mathematics teaching, to consider the theoretical underpinnings, and to carry out a rigorous study of mathematical learning. Read more
The Mathematics Education MA is for teachers, tutors and others interested in how mathematics is taught and learnt. The programme gives students the opportunity to explore issues in mathematics teaching, to consider the theoretical underpinnings, and to carry out a rigorous study of mathematical learning.

Degree information

In the two core modules students consider research-based developments in mathematics teaching and their related sociological, psychological, curricular and linguistic issues, and they engage with mathematics itself, finding implications for teaching. Optional modules and the independent dissertation/report explore learning with digital technologies, study the wider values and practices of education, and allow teachers to develop and critique their own practice.

Students undertake modules to the value of 180 credits.

The Mathematics Education MA consists of two core modules (60 credits), two optional modules (60 credits) and a dissertation (60 credits) or report (30 credits). A Postgraduate Diploma, two core modules (60 credits), two optional modules (60 credits), full-time nine months or flexible study up to five years, is offered. A Postgraduate Certificate, two optional modules (60 credits),flexible study over a period of up to two years, is offered.

Core modules
-Understanding Mathematics Education
-Mathematics for Teachers

The module A level Mathematics Pedagogy is not scheduled to run in 2017-18, but is an allowed alternative core module, replacing Mathematics for Teachers.

Optional modules
-Digital Technologies for Mathematical Learning
-What is Education?

Dissertation/report
All students undertake an independent research project which culminates in a 17,000-word dissertation or 8,000-word report.

Teaching and learning
Teaching varies according to the modules and includes face-to-face seminars and discussions of reading, mathematical workshops, student presentations, as well as online interactions. Only one module, Digital Technologies in Mathematical Learning, can be studied at a distance.

Careers

Graduates of this programme are currently working across a broad range of areas. Some are working as secondary school heads of mathematics, while others have jobs as primary school mathematics leads. Graduates can also be found working as head teachers and mathematics education lecturers.

Top career destinations for this degree:
-Independent School Teacher, Girls Day School Trust (GDST)
-Maths Tutor, Elm Court School
-Secondary School Teacher (Maths and Assistant Head of Year), Acland Burghley School
-Secondary School Teacher (Maths), Park View
-Primary Teaching (School Direct), Institute of Education, University of London (IOE)

Employability
For most teachers, the Mathematics Education MA enhances their satisfaction in teaching and adds a thoughtful critique that balances the pressures of teaching. It develops skills in mathematics, pedagogy, research methods and writing. This programme is a vital stepping stone to a higher degree in mathematics education and a post in teacher education or education research. For non-teachers, this programme develops transferable skills of writing, critical analysis and understanding of how a mathematical perspective differs from other forms of reasoning.

Why study this degree at UCL?

The Curriculum, Pedagogy and Assessment Department at UCL Institute of Education is a world-leading centre for geography, business, mathematics, history, religious education, citizenship and science education. Students will work with tutors who are at the forefront of mathematics education research and who are directly involved in some of these developments.

The department provides an impressive range of cutting-edge MA and CPD courses, presented in face-to-face, distance learning or mixed mode formats. In addition we offer a first class PhD programme and staff are actively involved in an extensive range of innovative, nationally and internationally acclaimed, research and development projects.

The department's student population is very diverse: students on initial teacher education courses, practising teachers, and a rich and diverse range of international students.

Read less
The MSc Mathematics Education focuses in detail on important issues emerging from research into the teaching and learning of Mathematics at all levels, particularly with regards to developing understanding in Mathematis. Read more
The MSc Mathematics Education focuses in detail on important issues emerging from research into the teaching and learning of Mathematics at all levels, particularly with regards to developing understanding in Mathematis. The course builds on existing research taking place here in the Durham University School of Education, conducted by Dr Patrick Barmby.

Facts

Find out more about entry requirements, duration of the course and tuition fees here. (Note: this link will direct you to the University's central course tool. Use the link provided to return to the School of Education homepage.)

How will I be taught?

Teaching on the specialised core modules takes place in three full days, taught at weekends. This allows full-time and part-time, home and international students to meet. The teaching involves a combination of lectures, seminars, tutorials and practical activities.

You will be assessed using a variety of methods, including presentations, written assignments and portfolios.

What will I learn?

You will take Research Methods in Education (30 credits) and two other core modules: Developing Understanding in Mathematics and Representations and Reasoning in Mathematics. You will also choose one additional module from across those running in the School of Education. You will also research and write up a 15,000 word dissertation within the field of Mathematics Education. This is a supervised piece of work supported by specialists in the field.

The two core modules are:

-Developing Understanding in Mathematics

The module focuses on the notion of understanding in Mathematics in relation to learning theories and linking these ideas to broader issues such as problem solving, creativity, misconceptions and assessment. The implications of the research literature on these issues are examined in terms of pedagogical practice.

Assignments include a presentation on key issues from the research in a specific area of Mathematics (30%) and a 3,500 word assignment relating the theory of developing understanding to practice in schools with implications for teaching (70%).

-Representations and Reasoning in Mathematics

The module focuses on the use of mathematical representations in the teaching of Mathematics, relating the use of these to learning theories and relating these ideas more broadly to mathematical thinking and reasoning. Key representations that are used in both primary and secondary Mathematics classrooms are examined.

Assignments include a portfolio examining the use of a particular mathematical representation in the classroom (30%) and a 3,500 word assignment relating the theory of the use of mathematical representations to practice in schools with implications for teaching (70%).

The optional modules available for you to choose from are:

21st Century Technology (30 credits)
Arts in Education (30 credits)
Classroom Assessment (30 credits)
Judgement based assessment (30 credits)
Enhancing Teaching and Learning through Productive Thinking (30 credits)
Curriculum Analysis (30 credits)
Standardised Test and Exams (30 credits)
Intercultural and International Education (30 credits)
Intercultural Communication (30 credits)
Improving Computer Education (30 credits)
Management, Leadership and Change (30 credits)
Policy Studies (30 credits)
Psychology of the Learner (30 credits)
Special Educational Needs and Inclusion: Rhetoric or Reality? (30 credits)
Learning and Teaching in Science (30 credits)
Physics as an Additional Subject Specialism (30 credits)
Chemistry as an Additional Subject Specialism (30 credits)

Who will teach me?

Dr Patrick Barmby is a Lecturer in Primary Mathematics at the Durham University School of Education. In the past, he has published on a broad range of areas, including attitudes towards science and teacher recruitment and retention. However, his main areas of research are the notion of understanding in Mathematics, the role of representations in understanding and reasoning in Mathematics and teacher subject knowledge in Mathematics. Along with colleagues, Patrick wrote the textbook for primary teachers, Primary Mathematics: Teaching for Understanding, published in 2009 by Open University Press. This was based on his research work on understanding, reasoning and representations in Mathematics. Patrick and colleagues received research funding from the Nuffield Foundation for the project ‘Visual representations in the primary classroom', which aims to develop primary teachers' use of visual representations particularly for multiplication and fractions.

Read less
Our PGCE Secondary Mathematics course will train you to become a teacher of Mathematics for 11-16 year-olds. Read more
Our PGCE Secondary Mathematics course will train you to become a teacher of Mathematics for 11-16 year-olds. Accredited by the National College for Teaching and Leadership (NCTL), London Met has official partnerships with many schools in London, ensuring you have a continuity of support throughout both your theoretical learning and hands-on practical experience. Trainees on our PGCE Secondary courses attain high results, with 95% achieving an Ofsted good or outstanding grade by the end of the course and 96% going on to obtain employment, often with their placement schools. Department of Education (DfE) bursaries are available for this course and the University also offers a well-established Subject Knowledge Enhancement in Mathematics where needed.

More about this course

Our NCTL accredited PGCE School Direct Secondary Mathematics course trains you to teach mathematics to 11 to 16-year-olds and leads to Qualified Teacher Status for Key Stages 3 and 4. You'll also have opportunities to develop your A-Level teaching.

Drawing on current debates in mathematics, we'll introduce you to a range of interactive teaching styles including computer presentations and group work. This will help you raise pupil standards and participation in mathematics. If you need help improving your own mathematics knowledge, you can attend our short Subject Knowledge Enhancement course.

The London location of your placement schools will introduce you to teaching in diverse and multicultural urban environments. You’ll discover how these children learn and the techniques you can use to develop their mathematics skills.

As Ofsted notes, the high quality of our training has enabled attendees of the course to secure work as teachers across London:

"Headteachers are particularly complimentary about the fact that the trainees and Newly Qualified Teachers are well prepared to meet the specific challenges of teaching pupils in the context of London schools."
Ofsted, 2015

To help you in your application, Department of Education (DfE) bursaries are available for this course and vary according to the standard of your first degree.

Your assessment will consist of four elements:
-School placement A
-School placement B, where your teaching ability will be assessed in relation to the standard for Qualified Teacher Status
-A Professional Practice Portfolio which is compiled across the year, detailing personal experiences and reflections on your development as a teacher, largely in relation to your practical teaching experience
-The Educational Research Assignment, which allows you to explore an educational issue

There are no examinations.

You'll share feedback with your colleagues on the course, completing a weekly reflection and contribution to online discussions that will further develop your understanding of the secondary teacher role.

Professional accreditation

This course is accredited by the National College for Teaching and Leadership (NCTL).

Modular structure

The modules listed below are for the academic year 2016/17 and represent the course modules at this time. Modules and module details (including, but not limited to, location and time) are subject to change over time.

Year 1 modules include:
-Curriculum Studies (core, 30 credits)
-Professionalism and Inclusive Practice (core, 30 credits)
-School Experience to Progress Point 2 (core, 15 credits)
-School Experience to Progress Point 5 (core, 45 credits)

What our students say

“Choosing to complete my teacher training at London Met was the best career decision I ever made. Studying in the heart of London while being surrounded by a diverse body of staff and students was exactly the preparation I needed for teaching at inner-London secondary schools. London Met’s commitment to tackling the challenging issues surrounding modern urban education was, I believe, a key factor in my rapid progression to the position of head of department after just four years of teaching.

Having gained a unique insight into the value of teacher education throughout my undergraduate studies, I then embarked on a Master’s in Education, again with London Met. After successfully completing this, I am now in my eighth year in the profession and currently considering application for a Doctorate in Education.” Rosie Walsh, former PGCE Secondary Mathematics student

After the course

This compact PGCE leads to Qualified Teacher Status (QTS), which enables you to teach mathematics to 11 to 16-year-olds. Our trainees have gone on to secure mathematics teacher roles at schools including Langdon Academy, Islamia Girls School and Stoke Newington School & Sixth Form.

Funding

Funding is available for many postgraduate courses leading to Qualified Teacher Status (QTS). Depending on your teaching subject and degree classification, you may be eligible for a bursary or scholarship of up to £30,000 through the teacher training bursary.

Moving to one campus

Between 2016 and 2020 we're investing £125 million in the London Metropolitan University campus, moving all of our activity to our current Holloway campus in Islington, north London. This will mean the teaching location of some courses will change over time.

Whether you will be affected will depend on the duration of your course, when you start and your mode of study. The earliest moves affecting new students will be in September 2017. This may mean you begin your course at one location, but over the duration of the course you are relocated to one of our other campuses. Our intention is that no full-time student will change campus more than once during a course of typical duration.

All students will benefit from our move to one campus, which will allow us to develop state-of-the-art facilities, flexible teaching areas and stunning social spaces.

Read less
Take advantage of one of our 100 Master’s Scholarships to study Mathematics at Swansea University, the Times Good University Guide’s Welsh University of the Year 2017. Read more
Take advantage of one of our 100 Master’s Scholarships to study Mathematics at Swansea University, the Times Good University Guide’s Welsh University of the Year 2017. Postgraduate loans are also available to English and Welsh domiciled students. For more information on fees and funding please visit our website.

The MSc Mathematics course has been designed for students who wish to build on their BSc, extending their range of mathematics expertise across a broader spread of topics, and demonstrating their literature research skills through an extended dissertation.

Such a qualification will mark graduates out as having a broader and deeper understanding of mathematics, and the skills required to pursue a significant project with a high level of independence, presenting their results in a written report. This will give MSc Mathematics graduates an edge in the ever more competitive jobs market.

On the Mathematics course you will study different elements of mathematics in a broad sense - including mathematical elements of computing if desired - in addition to developing your research, project management, and written communication skills through a project you will undertake. As a student of MSc in Mathematics, you will be fully supported to ensure that your project further develops an excellent foundation for your future career plans.

Modules

Modules on the MSc Mathematics include:

• Algebraic coding theory
• Biomathematics
• Black-Scholes theory
• Data science
• Differential geometry
• Fourier analysis
• Ito calculus
• Lie theory
• Numerical analysis
• Partial differential equations
• Stochastic processes
• Statistical mechanics
• Topology

Please visit our website for a full description of modules for the MSc Mathematics.

On top of the Mathematics modules you study, you will also complete a dissertation as part of your studies.

Facilities

The Aubrey Truman Reading Room, located in the centre of the Department of Mathematics, houses the departmental library and computers for student use. It is a popular venue for students to work independently on the regular example sheets set by their lecturers, and to discuss Mathematics together.

Our main university library, Information Services and Systems (ISS), contains a notably extensive collection of Mathematics books.

Mathematics students will benefit from the £31m Computational Foundry for computer and mathematical sciences which will provide the most up-to-date and high quality teaching facilities featuring world-leading experimental set-ups, devices and prototypes to accelerate innovation and ensure students will be ready for exciting and successful careers. (From September 2018)

Careers

The ability to think rationally and to process data clearly and accurately are highly valued by employers. Mathematics graduates earn on average 50% more than most other graduates. The most popular areas are the actuarial profession, the financial sector, IT, computer programming and systems administration, and opportunities within business and industry where employers need mathematicians for research and development, statistically analysis, marketing and sales.

Some of our Mathematics students have been employed by AXA, BA, Deutsche Bank, Shell Research, Health Authorities and Local Government. Teaching is another area where Mathematics graduates will find plenty of career opportunities.

Research

The results of the Research Excellence Framework (REF) 2014 show that our research environment (how the Department supports research staff and students) and the impact of our research (its value to society) were both judged to be 100% world leading or internationally excellent.

All academic staff in Mathematics are active researchers and the department has a thriving research culture.

http://www.swansea.ac.uk/postgraduate/taught/science/mscmathematics/

Student Profile

"Further to my studies at Swansea University as a Master of Science graduate in Financial Mathematics, I am currently working at Deutsche Bank in London as part of the Structured Financial Services team providing client services for corporate lending and debt portfolios. The complex nature of the Mathematics course has helped me become a logical decision maker and a highly skilled problem solver. These transferable skills are very useful in the world of Finance since the role is highly challenging working towards deadlines and structured transaction targets. My studies at Swansea University have also enriched me with leadership, motivational skills and have enhanced my communication skills. I work in a close team of 10 people within a large department which encourages a culture that strives towards learning and effective teamwork. I thoroughly enjoyed my time at Swansea University and cherish the many fond memories. I am so pleased to be expanding my horizon within a major financial centre."

Rhian Ivey, BSc Mathematics, MSc Mathematics and Computing for Finance

Read less
COURSE DETAILS. There is a national shortage of mathematics teachers, but we are helping to produce teachers of excellence who can inspire young people in the classroom. Read more
COURSE DETAILS
There is a national shortage of mathematics teachers, but we are helping to produce teachers of excellence who can inspire young people in the classroom.

We believe mathematics is an exciting subject and the PGCE Secondary Education: Mathematics course at Birmingham City University enables graduates to develop the skills and knowledge necessary to teach successfully, as well as explore the knowledge, skills and understanding young people need as part of their mathematics education.

As well as taking advantage of the superb facilities at the faculty, trainees have access to the team of tutors, all of whom are outstanding teachers of mathematics.

KEY FACTS
This is a professional teacher training course that leads to Qualified Teacher Status and is available at both Level 6 (H) and Level 7 (M).

The National College for Teaching and Leadership bursaries are available for trainees on eligible postgraduate courses in England who are not employed as a teacher. Bursary amounts will vary depending on teaching subject and degree class.

We are justly proud of our very high educational standards and facilities, including specific mathematics teaching rooms with interactive whiteboards, which enable students to get a genuine feel for teaching in a school even before embarking on teaching practice.

In the latest Newly Qualified Teacher (NQT) Survey (2011-13 aggregated data) 95 per cent of Birmingham City University trained newly qualified secondary teachers rated the quality of their training good or very good.

All students are guaranteed outstanding support from both their tutors at the University - all of whom are exceptional classroom teachers themselves - and from the partnership secondary schools, of which there are more than two hundred across the Midlands.

Two thirds of the course takes place in school and we ensure that students are offered a number of placements in a wide range of educational establishments - at least two different schools, plus visits to other schools, includ­ing a primary school - so valuable experience is gained in a variety of settings.

ENTRY REQUIREMENTS
You must have a good degree (minimum 2:2) from a UK higher education institution or equivalent, at least 50 per cent of which is in mathematics or a mathematics-related subject area. You must have a GCSE grade C or above (or equivalent) in both English language and mathematics prior to application and if you are offered an interview you will take a written test to assess your standard of English.

For entry onto a teaching course from September 2014 you will also be required to pass the Skills Tests in Literacy and Numeracy. Please visit the Department for Education website for further information.

There is an expectation that you will have had some general experience of working with secondary age students in a school setting. In preparation for the selection interview you are required to engage in a teaching episode, observed by an experienced qualified teacher.

As part of the selection procedure, the interview panel will expect you to demonstrate your knowledge of mathematics and will assess personal qualities such as the potential to relate well to secondary age students, enthusiasm, sensitivity, communication skills and robustness and resilience for teaching.

Applicants must also meet The National College for Teaching and Leadership requirements for initial teacher training, which means being medically fit and completing successfully an enhanced disclosure via the Disclosure and Barring Service (DBS).

COURSE STRUCTURE
This course aims to produce highly skilled graduate teachers who have an in-depth knowledge and understanding of teaching and learning, which will enable them to demonstrate the highest levels of professional practice.

This is an intensive and demanding course, which offers superb preparation for anyone who is committed to educating young people.

Central to the curriculum is the study of education, pedagogy and professional practice from both generic and subject-specific perspectives, which is delivered using a combination of workshops, lectures, seminar groups and individual study.

To complement this there is a programme of mathematical subject knowledge and enhancement that supports the development of subject pedagogy. Specialist subject knowledge of mathematics is up-dated throughout the course to ensure trainee teachers are fully conversant with curriculum requirements.

ASSESSMENT
Modules are assessed through a range of directed tasks and targeted assignments. Trainee teachers are also required to complete a profile of evidence towards the achievement of the standards required by the National College for Teaching and Leadership for the award of Qualified Teacher Status (QTS). Evidence for the Professional Development Profile is verified by mentors.

FURTHER STUDY
Our MA Education and Masters in Teaching and Learning (MTL) programmes are designed to serve the continuing professional development (CPD) needs of teachers. Birmingham City University trained teachers with PGCE credits at level 7 benefit from advanced standing on these programmes.

EMPLOYABILITY
This is an “11-16” course with post-16 enhancement, offering graduates maximum flexibility when looking for a teaching post.
Employment prospects are excellent based on consistently high employability scores and demand for Birmingham City University trained mathematics teachers.

HOW DO I APPLY?
All applications for 2014 entry need to be made via the UCAS Teacher Training website. For more information on how to apply for a teacher training course please visit the UCAS how-it-all-works information page on their website. The UCAS Teacher Training helpline number is 0871 468 0 469.

Course code: G1X1

Read less
Mathematics is one of the three core subjects in the National Curriculum along with English and Science. As such, it is accorded a high status and there are ample opportunities for the promotion of good teachers. Read more

About the Course

Mathematics is one of the three core subjects in the National Curriculum along with English and Science. As such, it is accorded a high status and there are ample opportunities for the promotion of good teachers.

Attitudes among pupils to the subject are extremely varied. The challenge for you is to bring Mathematics to life and inspire pupils of all abilities to explore the subject's potential at an appropriate level.

You have to be able to encourage and support pupils who struggle with Mathematics or lack enthusiasm for the subject, and learn how to make it accessible to them. You also have to be able to extend those who enjoy and are successful in the subject.

The PGCE Secondary Mathematics Education course is very popular, drawing on outstanding expertise and experience in Education to build upon your commitment to the teaching profession and the subject area.

The intensive programme combines courses in principles and methods of teaching with practical school-based teaching placements and students are assessed on both elements.

Aims

The PGCE Secondary Mathematics course has a practical basis with attention given to resourcing, planning and productive classroom methodologies.

Attention is paid to the enhancement of Student teachers' subject knowledge through directed and independent study and school based experience enables you to meet the Teachers’ Standards 2012. The course aims are to ensure that you are able to:

-Demonstrate an understanding of the vital role of the teacher and the school in ensuring excellence in the educational experiences of young people
-Undertake professional practice which enables you to evidence the Teachers’ Standards which facilitate the award of Qualified Teacher Status
-Understand the relationships between Education and Mathematics within current national and government frameworks, and critically reflect on the impact of these in the work of schools and the educational experiences of young people
-Recognise the contribution that mathematics as part of the whole school curriculum makes to the development of the individual learner and groups of learners
-Think critically about what it means to be mathematically educated and how this informs curriculum planning and design within the subject area
-Apply a thorough knowledge and understanding of the Mathematics National Curriculum to the planning of curriculum experiences for pupils in school
-Demonstrate competence and confidence in your ability to teach across the contexts for pupil learning in the Mathematics National -Curriculum range and content, applying principles of continuity and progression
-Use subject knowledge and relevant course specifications to plan and deliver the 14-16 curriculum including examination and vocational courses
-Demonstrate an understanding of the subject knowledge and specification requirements for the 16-19 curriculum;
-Utilise a range of teaching strategies to meet the identified learning needs of a wide range of pupils
-Utilise a range of resources, including information and communication technology, to enhance pupil learning in mathematics
-Understand the importance of safe practice and safeguarding and apply these in working with young people both within and beyond lessons
-Use a wide range of class management strategies to maximise pupil learning
-Understand the principles of inclusion and apply these to ensure equality of opportunity for all pupils in the subject area
-Understand national frameworks for assessment within the subject area and use these to support the recording and analysis of data, and the subsequent use of this to plan the next phase of learning
-Raise the status of the subject area by demonstrating high standards of professionalism at all times
-Understand the crucial role of professional learning for the teacher, the pupils and schools.

Funding

Please follow this link https://www.getintoteaching.education.gov.uk/bursaries-and-funding

Course Content

This is a Postgraduate Certificate of Education (PGCE) course, also known as Postgraduate Certificate (PG Cert).

The course is organised in termly blocks which address both Education Studies and Mathematics Subject Studies, the understanding of which is developed as the year progresses.

Throughout the course, theory and practice are integrated in both the University and school contexts. The course is planned and delivered in partnership with Mathematics colleagues in local schools.

The Teachers’ Standards are mapped to every aspect of course provision to facilitate the best possible opportunities to support the process of your professional learning.

In order to support your preparation for the course there are pre-course conditions set for every successful applicant to the course. This includes initial school experience tasks which require you to spend time in both primary and secondary schools.

School Experience
The course also comprises three blocks of school experience, providing the opportunity to work in diverse and contrasting settings, whilst working towards the Teachers’ Standards.

The Mathematics programme enables you to:

-consider the nature of Mathematics, its status and potential in relation to the secondary school
-develop a working familiarity with the demands of the Mathematics 11-18 curriculum including examination syllabuses, with a particular emphasis on the 11-16 age range for the purpose of QTS assessment
-develop the ability to select and make appropriate use of a range of equipment and resources to promote the learning of Mathematics
-apply your knowledge of Mathematics to the preparation, planning, teaching, assessment and evaluation of pupils' work in school
-develop as a creative, reflective and innovative professional, able to meet the challenges presented by educational change
-work closely in a supportive, friendly team with other student teachers
-build a significant portfolio of subject knowledge, which provides a confident basis for first-post applications
-work collaboratively to prepare a team teaching event
-gain an understanding of teachers' work in the areas of Special Educational Needs, Behaviour for Learning and ICT.

Disclosure and Barring Service (DBS) requirement

This course involves regular access to children and/or vulnerable adults. Where this is the case, students will be required to complete a Disclosure and Barring Service (DBS) application, previously known as a Criminal Records Bureau (CRB) check.

The application will cost £51.86 (this amount may be subject to change) and the University will send further instructions as part of the admissions process. For further guidance please email .

Read more about the structure of postgraduate degrees at Brunel and what you will learn on the course:
http://www.brunel.ac.uk/__data/assets/pdf_file/0020/423902/PGCert-Secondary-Education-with-QTS.pdf
http://www.brunel.ac.uk/courses/pg/postgraduate-taught-course-information/taught-programme-structure

For more information on the Special Features of this course and Teaching and Assesment , please follow this link: http://www.brunel.ac.uk/courses/postgraduate/pgce-mathematics-secondary

Read less
School Direct (Tuition Fee) is a route into teaching at both primary and secondary levels. Trainees join other student teachers on the established Mathematics PGCE programme at the UCL Institute of Education (IOE), whilst undertaking their teaching experience at their host school or alliance. Read more
School Direct (Tuition Fee) is a route into teaching at both primary and secondary levels. Trainees join other student teachers on the established Mathematics PGCE programme at the UCL Institute of Education (IOE), whilst undertaking their teaching experience at their host school or alliance.

Degree information

The Mathematics PGCE provides an understanding of the nature of mathematics and why it is taught in schools, how pupils learn to think and reason mathematically and how to teach mathematics in such a way that learners enjoy it and choose to study it. Students will learn how to implement research and evidence informed teaching and how to conduct small scale research of your own. Students will also be informed about established knowledge in mathematics education as well as up to date with the latest developing ideas.

Students undertake two Master’s-level (level 7) modules of 30 credits each, totaling 60 credits. These can be carried forward onto full Master’s programmes at the IOE.

The Secondary PGCE consists of three core modules: two Master’s-level modules, which are assessed through written assignments, and the Professional Practice module, which is assessed by the observation of practical teaching in placement schools.

Completion of the Professional Practice module and the two level 7 (Master’s level) modules (60 credits) will result in the award of a Postgraduate Certificate of Education (PGCE). Completion of the Professional Practice module and one or two level 6 (undergraduate/Bachelor’s level) modules, will lead to the Professional Graduate Certificate of Education (PgCE). There are no optional modules for this programme.

Core modules
-Mathematics, Curriculum and Pedagogy (30 Master's-level credits)
-Mathematics Curriculum in a Wider Context (30 Master's-level credits)
-Professional Practice

Placement
Student Teachers undertake at least two placements (totaling 120 days) at a school or college, during which time their teaching practice is supported by a school subject tutor and mentor. The Professional Practice module is assessed through these placements, associated tasks and a portfolio. We are fortunate to have a good choice of schools with whom we work, with many outstanding mentors and strong mathematics departments.

Teaching and learning
The Mathematics PGCE is delivered via keynote lectures, subject lectures, seminars, workshops, tutorials and directed study days at the IOE, as well as time spent in placement schools or colleges. Assessment is by the observation of practical teaching, assignments and a portfolio (which links with continuing professional development in the induction year).

Careers

Graduates of this programme are currently working across a broad range of areas. Some are working as advisers and consultants in continuing professional development, while others have jobs as mathematics teachers, heads of department and school leaders. Graduates in this area can also be found working as lecturers and researchers in mathematics education.

Employability
A PGCE from the IOE carries considerable currency in schools, which alongside the quality of training you receive, puts you in a strong position in the employment market. Last year, all those students who sought employment in a school were successful. We expect 100% success rate in gaining a post in a school by the end of the year.

Why study this degree at UCL?

Well-qualified mathematics teachers are in high demand in London, the UK and across the world. The Maths PGCE programme at the IOE is rigorously informed by research, including developments internationally. Students learn how to make mathematics meaningful, interesting and fun and how to analyse their own and their pupils’ development.

In partnership with London schools, we support all routes into mathematics teaching, allowing students to benefit from a team of tutors with a wide range of expertise. Students will also be able to develop strong peer networks to share ideas, resources and advice.

Tutors are skilled classroom practitioners with extensive experience of teaching and leadership in secondary schools, and are all active researchers working with schools and government on policy development in the UK and overseas.

Our joint conference in June brings together nearly 200 Mathematics PGCE students from across all routes to work together with tutors and visiting experts to wrestle with policy issues in mathematics education.

Read less
The PGCE Secondary is the first phase of a career-long process of personal and professional development, which will equip you to become a secondary school teacher. Read more
The PGCE Secondary is the first phase of a career-long process of personal and professional development, which will equip you to become a secondary school teacher. The PGCE Secondary is a course in Initial Teacher Training which is accredited by the DfE, the successful completion of which will accord you Qualified Teacher Status (QTS). Our course has recently been inspected by Ofsted which resulted in an “Outstanding” grading for all aspects of our provision.

Subject pedagogy is explored in curriculum groups, examining techniques for making each subject accessible and stimulating in a classroom environment.

Why does a minus times a minus make a plus? Preparing to be a secondary mathematics teacher at Durham means that you will have to question your own way of thinking and doing mathematics before teaching. Some students find that they have never really understood some basic procedures, but simply followed rules. On the course, you will be strongly encouraged to find out the reasons behind rules so that you are in a better position to teach pupils well. This can be quite unsettling, but with peer and tutor support it can be a positive learning experience

You are encouraged to show where mathematical concepts are applied in everyday life, but also to recognise that mathematics is a fascinating and creative subject in its own right, and can be studied with no immediate application. The common thread is that pupils need to engage with purposeful activities in a supportive environment.

Our popular Mathematics course aims to:
-Empower you with the necessary knowledge, understanding and skills needed to become an effective and innovative teacher of Mathematics.
-Extend your awareness of the range and scope of Mathematics as a subject in schools today.
-Provide opportunities for you to experience and explore a variety of approaches for teaching.

Throughout the course you will have many opportunities to observe, research and share different teaching approaches. We will ask you to reflect on your experiences at school, and evaluate your own teaching regularly. While this may not be an easy process, the teachers and tutors supporting you will be sensitive to your needs and give constructive praise and criticism.

Each week, the school based and university based work will complement each other. You will focus on specific mathematical issues, but also link to whole school concerns. The programme will include an exploration of the following topics:
-The ‘nature’ of mathematics.
-The mathematics curriculum.
-Misconceptions and errors.
-Positive strategies for classroom management.
-Mathematical thinking.
-Teaching the curriculum: associated pedagogic strategies for each curriculum strand.
-Teaching and learning approaches.
-Assessment for learning: using assessment techniques to improve teacher and pupil performance; pupil and teacher reflection.
-Differentiation and Inclusion.
-Equality and Diversity: teaching in an inclusive and supportive environment.
-The image of mathematics and mathematician.
-Creativity in mathematics.

You will be based in one of our Partnership schools where you will have the opportunity to develop your skills in a practical context.

School-based activities will involve structured classroom observations, planning and research projects and teaching - the latter starting by teaching individual pupils, eventually leading through group work to full classroom teaching.

Structure

The course is organised as three modules:
-Professional Issues in school based education
-Teaching and Learning in the Curriculum
-Self-directed Study

The Professional Issues in School Based Education relates to the Teacher Standards and is delivered in two parts, prior to each of the two extended teaching practices. The teaching is related to those classroom-based issues such as the psychology of learning, the law, curriculum groups, examining techniques for making each subject accessible and stimulating in a classroom environment and is followed up in subject groups and during school placements The block practices in the Autumn and Spring allow for practical opportunities for full professional development where there is a progression from observation, structured activities and group work to whole class work.

On successful completion of the course, student teachers will have 90 credits and QTS.

Other admission requirements

-A demonstrable interest and involvement in the lives and development of young people.
-GCSE English and Mathematics at Grade C or above (or equivalent) which must be achieved at the time of application. If your equivalent qualifications are from an overseas institution, you must apply for a Statement of Comparability from NARIC.
-Applicants with non-standard qualifications, for example, access routes into higher education are welcome to apply.
-We welcome applications from mature applicants pursuing a career change.
-Pass the QTS Skills Tests by 1st August prior to the beginning of the programme.
-Must have undertaken at least ten days of work experience in a UK mainstream school environment within the three years prior to application.
-Must have completed the 10 day Primary School Experience in a UK Primary School (or a Primary School which follows the English National Curriculum) prior to commencing the University course in mid September. Offer holders will arrange this for themselves in their own local area.

Your professional and interpersonal qualities and your commitment to teaching will be considered when making an admissions decision. Candidates who meet the criteria, will be invited to a selection day. Selection days will involve individual interviews with a pre-prepared presentation element and tests to assess written English and other skills.

Successful candidates will receive an offer conditional upon successful medical and criminal record checks. The latter is carried out by the Disclosure and Barring Service and full instructions on how to apply for a DBS Disclosure are issued with offer letters. If you have a criminal record of any kind, you may contact the School of Education DBS Manager, Steph Tunstall, for further advice and information. All enquiries will be treated in confidence.

We strongly encourage you to register for the DBS Update Service, which lets you take your certificate from one employer to another without having to apply for a new check. Please note, all DBS Enhanced Disclosures for our students must be processed by Durham University unless you have applied to the Update Service.

Read less

Show 10 15 30 per page


Share this page:

Cookie Policy    X