THE ANNUAL REPORT FOR 2008-2009
is now complete. CLICK
HERE TO READ
NRICH
The NRICH Project started in 1996 and is based in both the
University of Cambridge's Faculty of Education and the Centre for
Mathematical Sciences.
The NRICH Project encompasses:
The site is republished every month with new content. Use the
menu on the left to find rich tasks (andcontexts) in the form of
problems, games and articles that are new
this month or search the archive using the maths finder .
Alternatively you might wish to go on the site
tour . The problems are carefully chosen and prepared by the
editorial team and supporting articles, games and other resources
are produced to support and complement each other. In December,
April and August we have a smaller publication which includes one
or two more open investigations. Each month a number of pupils'
solutions are chosen for publication. All the material published in
the past is archived and accessible using the search facilities on
the site.
The community section of the site (AskNRICH) contains discussion
boards where pupils, teachers and interested adults can ask
mathematical questions and discuss mathematical issues that are of
interest to them. In addition the site contains a mathematical
thesaurus which is being continuously developed.
Meet the NRICH team .

View the
Working with Schools video
The Original Aims of NRICH
- To pave the way for the establishment of a permanent national
UK Mathematics Enrichment Centre.
- To raise the standards of achievement in school mathematics, to
promote the mathematical development of children who have the
potential to go on to study mathematical subjects at university,
and to support the special educational needs of exceptionally able
children.
- To extend the provision of the Royal Institution Mathematics
Masterclasses by providing continuous and sustained support for
children so that they can participate wherever they live or go to
school as individuals or as members of a school mathematics
club.
- To develop the use of Information Communication Technology to
provide interactive links to the centre and to facilitate links
between schools and also between individual children.
- To extend peer assisted learning into a distance learning mode
and so to contribute to the personal and cognitive development of
both the pupils and the peer teachers.
- To promote and support the setting up of locally organised user
groups and mathematics clubs by providing resources on the
Internet, and offering advice and inservice training for
teachers.
- To conduct research into the effect of communication technology
and peer assistance on the quality of learning for very able
pupils, on the quality of teaching offered by schools, on the
cognitive gains for peer teachers and learners, and on the
development of increased usage of IT in mathematics teaching.
The Original Mission Statement
The project aims to establish a permanent national centre for
curriculum enrichment to provide mathematical learning support for
very able children of all ages. The learning and enjoyment of
mathematics are promoted through an Internet Newsletter and the
participation of university students as peer teachers providing an
electronic answering service. The centre offers support and advice
to teachers, and resources for mathematics clubs.
The Current Aims of NRICH
- To enrich mathematical experiences so that all students have
the opportunity to explore, engage with and communicate
mathematical ideas.
- To offer challenging activities and resources which can develop
mathematical thinking and problem solving skills.
- To show the use of mathematics in engaging and meaningful
contexts.
- To foster a community where students and teachers collaborate
and support each other in developing their understanding and skills
and where effort and achievement is celebrated.
- To research and develop the use of existing and new
technologies to enhance the learning and teaching experience.
- To contribute to national and international debates relating to
maths teaching and learning.
Annual reports
2007-2008
2008-2009
Further information can be obtained from:enquiries.nrich@maths.org
Return to Project aims .