You are successfully registered
Thanks for telling us about yourself, ! Now we know who we're talking to, and can create content you'll love
PGCE - Postgraduate Certificate of Education
Teaching (General) Mathematics Teaching
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 Department for Education , 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.
Students who have successfully completed the PGCE at Durham in the previous academic year have the option to use 90 credits they have accredited towards a part time MA Education. These students only need to do the core modules, Education Enquiry and the Dissertation over 2 years, to complete the course.
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:
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.
Career opportunities in education are wide and include classroom teaching, educational leadership and management, administration and policy development.
For this course (per year)
For this course (per year)
Students need to have: UK 2:2 honours degree of which approximately 50% is comprised of Maths or a similar subject. If your degree is from an overseas institution you must apply for a Statement of Comparability from NARIC; Significant and relevant subject knowledge and recent experience of the science teaching environment. This should be demonstrated at both application and interview; A demonstrable an 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; 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, or intend to undertake, at least ten days of work experience in a UK mainstream school environment within the last three years. This must be completed before 1st August in the year of entry; 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.