AIME
Competition
AIME preparation: number theory, counting, polynomials, geometry and trigonometry at the level of 15 problems in 3 hours.
What you'll be able to do
- Solve multi-step AIME problems to a three-digit answer
- Use Vieta, roots of unity, cevians and recurrences fluently
Start the course
Go through each topic step by step — prose, worked examples, quick checks, and a timed practice round after every section.
Every test ends with a score by topic and a list of what to revisit. Test out of a topic with 80% or better to mark it mastered.
Topics
Advanced Counting
3 lessonsRecursion, expectation, and the binomial theorem
Polynomials
3 lessonsNewton and the roots-of-unity filter
Geometry: Coordinates & Complex
4 lessonsAnalytic and complex methods
Cevians & Mass Points
3 lessonsRatio-chasing: Ceva, Menelaus, masses, and areas
Trig Formulas That Win
3 lessonsThe identities contest problems are built from
Recurrences & Characteristic Equations
3 lessonsClosed forms for linear recursions
Telescoping & Recursion
3 lessonsSums that collapse and sequences that build
Heavy Machinery, Proved
4 lessonsStewart, Ptolemy, and roots of unity — with their proofs