Location
London Borough of Hounslow

Hours
Full Time - 1 Year Programme

Salary
Salaried route - earn while you learn with no tuition fees

About the Role
Start your teacher training journey with Lift Schools and train to teach Maths through our school-based Initial Teacher Training (ITT) programme. Delivered in partnership with Ark Teacher Training, this salaried route allows you to gain practical classroom experience as an unqualified Maths teacher while working towards your Postgraduate Certificate in Education (PGCE) and Qualified Teacher Status (QTS). You will spend the majority of your time in the classroom, supported by experienced teachers and mentors, putting pedagogical theory into practice and building your teaching confidence throughout the school year.

The programme includes a two-week Summer School (2 – 13 August 2027) to prepare you with foundational knowledge in educational theory, lesson planning, and behaviour management. You will receive personalised mentoring and coaching from a dedicated subject tutor and in-school mentor, alongside targeted weekly training modules to enhance your practical teaching skills. Additionally, you will benefit from a nationwide support network connecting you with trainees and alumni across 62 schools.

Graduate with recognised PGCE and QTS qualifications and join a collaborative community committed to your professional growth and success.

Experience
No prior teaching experience required. Enthusiasm for education and a commitment to developing your teaching skills are essential.

About you
- Motivated to pursue a career in teaching Maths
- Able to work collaboratively within a school community
- Committed to professional development and continuous learning
- Right to live and work in the UK for the duration of the training year
- Must not currently hold Qualified Teacher Status (QTS)

Qualifications
- Undergraduate degree with a 2:2 classification or above (or equivalent) by the start of the programme. A degree in Maths, STEM, or a related field is preferred.
- Alternatively, a strong A-Level in Maths (Grade C or above) will be considered.
- GCSE Grade 4 (C) or above in English and Mathematics (or equivalent)