Question to the Department for Education:

To ask the Secretary of State for Education, what funding her Department has allocated to support teachers through (a) subject knowledge enhancement courses for trainees, (b) Oak National Academy Resources (i) planned and (ii) existing, (c) subject hubs, (d) support for level 3 provision and (d) bursaries and other support for continuing professional development for (A) maths and numeracy, (B) English and literacy, (C) science, (D) music, (E) history and (F) Religious Education in the last five years.

Teachers are the foundation of the education system; there are no great schools without great teachers. The quality of teaching is the single most important in-school factor for improving pupil outcomes. This is particularly important for pupils from disadvantaged backgrounds.

The department is creating a world class teacher development system, which builds from Initial Teacher Training (ITT), through to early career support, specialisation, and onto school leadership. The funding breakdown requested over the last five years is included in the attached table. The department is providing support across a range of subjects via a network of hubs that help build teacher capability and pupil access to subjects. This focuses on support for teachers in schools and extends to sixth form provision in some schools.

In addition to this funding, in 2021, as part of the government’s long term recovery plan, £184 million of new funding was allocated to enable teachers employed at state-funded organisations to access fully funded training scholarships for National Professional Qualifications (NPQs) for three years until the end of the 2023/24 academic year. This includes two specialist NPQs in Leading Literacy (NPQLL) and the NPQ in Leading Primary Mathematics (NPQLPM). In March 2024, the government announced scholarship funding for NPQs for the October 2024 cohort. This includes a guarantee that the NPQLPM will be fully funded until October 2025 to further expand teaching of mathematics mastery approaches through primary education.