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Gatsby Teacher Fellowships projects
Peer mentoring in mathematics
   
 
School: Birdwell Primary School, Barnsley
Fellow: Simon Walker
Email: simon.walker@barnsley.org, simonwalker1@aol.com
   
  Aims of the Fellowship Project
   
  As part of the senior leadership team, I identified from our tracking system a need to cater more appropriately for higher ability mathematicians in Y4 whilst providing opportunities for practice and consolidation in Y6. I aimed to provide the most able children in Y4 with an extension opportunity to develop their understanding. In Y6, I decided to give the middle ability band additional opportunities to reinforce knowledge and practice numeracy skills. A pilot project had indicated that success, in the form of higher attainment and increased confidence, was possible by developing a collaborative approach.
   
  Outline of the Plan
   
  Children were selected using a variety of criteria from optional SATs and end-of-year numeracy assessments, to questionnaires and observations, which supported the class teacher’s nominations. I considered it very important to take account of the mentor’s ability to make effective and sustainable relationships in order to inspire the maintenance of commitment and motivation.
   
  Mentors used laptops and suitable maths teaching software to deliver subject material to their students in order to secure motivation. Resources were obtained (learning journals, reward stickers, mentor badges and ICT software), timetables and teaching plans compiled and delivery material was collected. Mentors were then trained in three sessions where children received guidance about giving praise, dealing with behaviour and teaching strategies, with opportunities to discuss their understanding and how to ask key questions about learning and give effective feedback.
   
  Children then engaged in the learning and teaching process using the software, whilst reflecting upon what they were learning and how they were learning it. End of unit assessments were given to both groups to assess the degree to which understanding was transferable to paper questions. Termly reviews, periodical observations and interviews were built in to the process to analyse the programs effectiveness.
   
 
   
  Outcomes so far…
   
  Mentor training using the resources I created was very successful. The opportunity for the mentors to discuss their understanding, developing new knowledge as a result, prepared them well. They envisioned scenarios and discussed possible ways to behave in order for the sessions to run smoothly. It added a level of importance to the project, in their view, and they felt prepared and ready to begin. The relationships that formed between mentor and student were very positive. They enjoyed working together and reflecting on their part in the process. Mentors were observed giving praise and rewards to their students that was focused on the tasks, levels of progression and behaviour.
   
  As it run as an enrichment opportunity, Peer Mentoring in Mathematics involves the participants from Y6 and Y4 being withdrawn from a numeracy session once a week. Difficulties have occurred here due to curriculum and time demands, but sessions have usually taken place. One mentor left the school during the year and was replaced with no observable adverse effect.
   
  An interesting point has emerged in relation the transference of understanding from the ICT based knowledge to paper questions. Both groups demonstrated a good understanding when using the software, however it emerged they experienced difficulty when applying this knowledge to a set of paper-based questions. The higher ability Y4s experienced some initial success but the middle ability Y6s had difficulty. During the year this gap has widened. My evidence suggests that the younger but more able children have developed and retained their ability to apply their learning where the older but less high achieving group have struggled. Questionnaires showed all students believe their mentors are effective in helping them to learn and all believe they are learning new maths skills at least most of the time. All mentors also believe they are learning new skills, both in maths and working with others, and comments suggest that students are helping them to learn. Comments from both groups and their teachers demonstrate an increased motivation and improved self-esteem. Therefore, I believe the project has served as a method of acceleration as well as enrichment for Y4 and more of a clarification than consolidation process for the Y6. While this is different to the outcome I expected, it is nevertheless a valuable one that can be repeated successfully.
   
  All children had a learning journal that has proven to be a useful tool in the evaluation and reflection process. Aspects of their learning have been recorded in relation to subject knowledge and methods used. Mentors and students reflect their learning in terms of knowledge and process; key questions are provided to stimulate thought during and following a session.
   
  I had originally intended to run a parallel project using a colleague at another school in a neighbouring authority. Mentors would then link up as ‘epals’ and share experiences and learning. This has not taken place due to unforeseen difficulties experienced with its implementation and a change of priority for other school.
   
  Next Steps
   
  It is important to evaluate the outcomes of the project in terms of children’s views, progress, achievement and standards. Interviews and analysis are planned for the children and their class teachers, to be considered alongside my observations. This process will provide evidence as to the effectiveness of Peer Mentoring in Mathematics in this context.
   
  All staff will be updated about the project outcomes and plans for its continued implementation next year. The approach is becoming embedded into school practice as other year groups are using peer mentoring for writing projects. As the project activities will be completed by the Spring Bank holiday, the children have decided that the final half-term this year will be used for next years mentor training. They have arranged to provide the training themselves, under my guidance.
   
  Along with the dissemination taking place within the school, the project and its outcomes have been shared informally with other colleagues at meetings of various sorts and formally at Deputy and Learning Network meetings. Peer Mentoring in Mathematics will also be fully implemented into another school in Barnsley next year, as I will be taking up my first Headship from September and plan to continue with the research projects that have demonstrated success.
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