Mathematical skills and knowledge should be delivered, explored and revisited through conscious decision making and awareness of learning and progress, needs and abilities. Children should develop resilience and self-confidence in applying their learning skills. The collaboration between peers, and the relationship between learners and their class teacher should drive the learning and inform the content, strategies and real-world contextualisation to maximise on the progress and learning opportunities.
A ‘mastery’ approach is being adapted and implemented at North Petherton for the planning, delivery and engagement with mathematics. Review and feedback following the implementation of units as repeated blocks over the academic year, with little to no interlinking and relating of skills and knowledge, was highlighted as one of the main reasons for clear gaps in knowledge and one of the possible causes for slower progression.
We have therefore used the NCETM and WhiteRose to timetable mathematical units that are explored progressively, drawing on resources, data and suggestions from reliable sources such as NCETM and nrich.co.uk to link mathematical talk and knowledge across the various units (e.g. multiplication and area).
When planning for objective coverage, teachers are expected to take the following mastery strategies into account:
Units of work will be assessed upon the completion of each one, with teachers asked to use those published by WhiteRose or Diagnostic questions in the first instance, and to look to other sources (or create their own) if the pitch is too high/low. Teachers will complete three, end of term, NFER assessments. The end-of-year assessment will be completed in May (Years 2 and 6 SATs) or June (rest of the school) to provide a snapshot of individual annual progress.
Teachers are expected to audit their subject knowledge of Maths; complete training for understanding and implementing the Bar Model strategy; research application of the CPA approach for the teaching concepts and consistently identify and address (with SLT or peers) areas for development by creating a route to become confident in this particular subject area
The exploration of mathematics should be interactive and engaging, with content made relevant to children’s real-world experiences and contextualised thus to support consolidation and retainment of knowledge and skill.
Children should approach mathematical study with confidence and enthusiasm, and view tasks and challenges that call for application of varied knowledge across units of work and the selection of multiple skills with self-assuredness and a willingness to collaborate.
Approach and response to reasoning activities should improve term on term, with the expectation that by the end of the year, children are happy to accurately define and use mathematical vocabulary introduced by their teacher, as well as complete stem sentences to complete mathematical statements or reasoning.
Teaching and support staff should also see this period of implementation as an opportunity to highlight and further improve concepts that are received well and have clear impact on progress and learning, while also analysing and evaluating practice that needs to be addressed, reviewed or replaced.