Maths olympiad training with a dedicated tutor for every round: UKMT JMC/IMC/SMC · BMO · AMC 8/10/12 · AIME · SMO · COMC · SASMO · Kangaroo — mapped to a single Grade 1–12 pathway toward the IMO. Verified mentors from IIT, Oxford, Cambridge and MIT, taught online worldwide.
What online maths olympiad training does for your child
One student, one mentor — no group classes. Your online maths olympiad tutor is matched to the exact round your child is sitting (UKMT JMC/IMC/SMC, BMO, AMC 8/10/12, AIME, SMO, COMC or the IMO ladder) and works through real past papers live, with written feedback on every proof. Sessions run in your own time zone, with a written progress note after each one.
Olympiad-trained mathematicians
IIT · Oxford · Cambridge · MIT backgrounds
Mentors are verified against their degree and olympiad record before they teach a single session.
Round-specific specialists
UKMT, AMC/AIME, SMO, COMC & INMO experience
Each mentor coaches the rounds they have sat or trained for, so paper strategy comes from first-hand experience.
Proof-writing coaching
BMO, USAMO, INMO & SMO Open style
Line-by-line feedback on written solutions — the skill that separates shortlist rounds from medal rounds.
Placed on the right rung
A free 30-minute diagnostic identifies whether your child starts at Math Kangaroo, JMC/AMC 8 or a national round — no wasted terms.
The four core topics, mastered
Weekly work on algebra, combinatorics, geometry and number theory — the exact mix that decides UKMT, AMC and IMO-ladder papers.
Competition-ready under time pressure
Timed mock papers with mentor debriefs, so your child walks into the real hall having already sat the format many times.
Season planner
Maths olympiad calendar and how to prepare for each round
Olympiad rounds repeat in the same season every year, and the exact date is published by each organising body (UKMT, MAA, SIMO, CEMC). Use the typical windows below to plan backwards, then confirm the current year's date with your school or the official site before you book an entry.
Round
Typical window
How to prepare
Math Kangaroo · MOEMS · SASMO (entry level)
Autumn to spring
Short multiple-choice papers — start 3 months out with weekly timed sets.
UKMT Junior & Intermediate Challenge (JMC/IMC)
Spring (JMC) · early spring (IMC)
25 questions in 60 minutes. Speed and accuracy decide the follow-on round invitation.
AMC 8
Winter
Best entry point for US-curriculum students in Grades 6–8. Counting, probability and number theory carry the paper.
AMC 10 / AMC 12
Autumn (two sittings, A and B)
Both sittings can be taken. Qualifying score routes straight into AIME.
UKMT Senior Challenge (SMC) & BMO 1
Autumn (SMC) · late autumn (BMO 1)
BMO 1 is full written proof — proof-writing practice must start months earlier, not after the SMC result.
AIME
Late winter / early spring
Integer answers, no partial credit. Train checking discipline and careful case work.
BMO 2 · USA(J)MO · SMO Open · INMO · CMO
Late winter to spring
National finals. 12–24 months of structured training is realistic for a strong result.
APMO · IMO team selection · IMO
Spring to July
Selection camps run after the national final; IMO itself is held in July.
Plan backwards from the paper
Fix the target round first, then count back: 3–6 months for an entry paper, 12–24 months for a national final. Weekly consistency beats a holiday cram.
Sit the real paper, timed, every week
Past papers under exam conditions are the single highest-return activity. Mark them strictly, then rework every missed problem from scratch without notes.
Write proofs from the start
BMO, INMO, SMO Open and USAMO award marks for the written argument. Practise full write-ups long before the invitation arrives.
Rotate the four core topics
Algebra, combinatorics, geometry and number theory. Most students quietly avoid one of them — that gap is what costs the cutoff.
Keep a mistake log
Record every error by cause (misread, algebra slip, missing idea). Reviewing the log before a paper is worth more than another new problem set.
Confirm entry deadlines early
Most rounds are entered through the school, and registration closes weeks before the paper. Ask your school's maths lead at the start of the term.
UKMT, AMC, AIME and BMO coaching — what each track covers
Every maths olympiad round rewards a different skill. These guides explain how we coach the UKMT challenges, the American AMC 8/10/12 and AIME ladder and the British Mathematical Olympiad, with year-by-year past papers and a round-specialist mentor for each.
UKMT tutoring — JMC, IMC and SMC
The Junior, Intermediate and Senior Maths Challenges reward speed, estimation and careful multiple-choice strategy. Mentors drill timed past papers, then follow-on rounds — Junior/Grey/Pink/Senior Kangaroo and Cayley, Hamilton and Maclaurin — where full written answers are required. Mentors on this track have sat UKMT rounds themselves and coach paper-specific timing, not generic problem sets.
AMC 8 preparation — the entry rung of the US ladder
AMC 8 rewards accuracy under time on 25 questions in 40 minutes. Coaching runs full past contests from 1985 to 2026 with answer keys and official solutions, then topic sprints in counting, number sense and geometry so the honour-roll cutoff is reached on pace rather than by rushing.
AMC 10 and AMC 12 preparation — reaching the AIME cutoff
AMC 10/12 work is built around timed 25-question A and B papers from real contests, with topic sprints in counting and probability, number theory and geometry — the areas that decide the AIME cutoff. Mentors mark every attempt, track which of the last five questions were missed, and rebuild the week around that pattern.
AIME gives 15 problems in three hours with integer answers from 000 to 999, so a single slip costs a whole problem. Training focuses on case discipline, clean bookkeeping, checking strategies and the heavier algebra, combinatorics and geometry that AMC never reaches — with mentors who have qualified for AIME and the USA(J)MO ladder.
The British Mathematical Olympiad asks for full written proofs, so coaching moves from answer-finding to argument writing: invariants, extremal arguments, constructions and rigorous geometry, with written feedback on every solution submitted by mentors who write proofs professionally.