Registration opens
7 September 2026
Regional places are allocated first come, first served.
Senior Team Maths Challenge
A collaborative mathematics competition where school teams tackle Group, Crossnumber and Shuttle rounds while developing reasoning, teamwork and communication.

A collaborative mathematics competition where school teams tackle Group, Crossnumber and Shuttle rounds while developing reasoning, teamwork and communication.

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Current status
Upcoming
Eligibility
Registered UK schools and colleges
Age range / Year group
Ages 15-18
Location / Region
United Kingdom
Cost
£40 per team
Prize highlight
National Final invitation
Entry format
School team of four
UKMT's collaborative maths challenge asks school teams to solve varied problems across three scored rounds: Group, Crossnumber and Shuttle.
It rewards quick mathematical reasoning, clear communication and disciplined teamwork rather than individual performance alone.
It suits confident young mathematicians who enjoy unfamiliar problems and can explain ideas constructively within a team.
The Senior Team Maths Challenge is a UKMT competition built around collaborative mathematical problem-solving. School teams work through starter questions before competing in the Group, Crossnumber and Shuttle rounds.
Regional Finals bring teams together at host venues around the UK. Strong regional performances can lead to an invitation to the National Final, adding a progression route without changing the competition's core emphasis on reasoning and teamwork.
The three distinct rounds test different forms of collaborative mathematical thinking.
Starter questions give teams a structured warm-up before scored competition begins.
Teamwork and communication are central to the challenge, not secondary benefits.
Regional events offer a shared competitive experience with progression for high-scoring teams.
Past papers and answers provide a concrete route for focused preparation.
Students who enjoy unfamiliar maths problems, communicate their reasoning clearly and want to compete as part of a coordinated school team.
You prefer individual competition, cannot enter through an eligible school or college, or find time-pressured group decisions frustrating.
Yes, for students who value team problem-solving as much as the final result. The varied rounds create a useful test of mathematical flexibility, communication and composure under competitive pressure.
The main limitation is that entry depends on school coordination and each institution can enter only one team. Students may therefore need an internal selection process, and even strong participation does not ensure progression beyond the Regional Final.
Effort level
High
Best started
Begin team practice several weeks before the November Regional Finals.
Main challenge
Sharing methods quickly while maintaining accuracy under pressure.
Download past papers and answers to understand each round's structure.
Assign and rotate team roles so every student practises calculating, checking and communicating.
Run timed Group, Crossnumber and Shuttle practice under competition-style conditions.
Review errors together and agree how the team will verify answers before submission.
Useful if
You already enjoy non-routine maths and explaining solutions aloud.
Teams warm up with unscored starter questions and then compete through three collaborative mathematics rounds. High-scoring regional teams may progress to the National Final.
Use the starter questions to settle into collaborative problem-solving before scoring begins.
Work together through the Group round.
Coordinate linked calculations during the Crossnumber round.
Solve and pass answers efficiently during the Shuttle round.
Await regional scoring to determine which teams receive National Final invitations.
Registration opens
7 September 2026
Regional places are allocated first come, first served.
Venue list
September 2026
Full venue dates are expected on the UKMT website.
Regional Finals
November 2026
Events take place at venues around the UK.
| Milestone | Date | Timezone | Status | |
|---|---|---|---|---|
Registration opens | 7 September 2026 | Local | Reference date | |
Venue list | September 2026 | Local | Reference date | |
Regional Finals | November 2026 | Local | Reference date |
Years 12-13 in England and Wales
Years 13-14 in Northern Ireland
S5-S6 in Scotland
Four students per team
Maximum two students from the older year group
One team per school or college
Institution must be in the UK
School or college must be a registered UKMT centre
Team registration
£40 — One ticket covers one team.
What's included
One ticket covers four students and one teacher.
Ask a teacher or coordinator to confirm that your institution is a registered UKMT centre.
If necessary, register the school or college through the UKMT competition portal.
Complete centre verification before attempting to buy an entry.
Purchase one STMC ticket through the institution's Competition Profile.
Select an available Regional Final through the portal after registration begins.
Entry is coordinated by the participating school or college rather than submitted independently by students.
One team of four students
Maximum two students from the older year group
One team per school or college
Registered UKMT centre required
Teacher or coordinator purchases the team ticket
National Final qualification
High-scoring Regional Final teams receive an invitation to compete nationally.
Demonstrating collaborative mathematical problem-solving and sustained subject interest.
A National Final place without a sufficiently high regional score.
Compare these options if you want a different mathematics or problem-solving competition format.
Online mathematics meet with a problem-solving focus
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In-person mathematics tournament in Cambridge
Best for
Older students seeking an in-person tournament
Future scenarios requiring structured real-world solutions
Best for
Students wanting interdisciplinary problem-solving
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Content reviewed by
Co-founder, Succeed | Founder, Immerse Education (2012–2026)
Sean works at the intersection of academic enrichment, programme quality and university preparation, with expertise in evaluating pre-university experiences for ambitious secondary school students.
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