AIME Past Papers

The Ultimate One-Stop Resource for AIME Preparation

Access a comprehensive collection of AIME past papers, official answers, detailed solutions, topic-based practice sets, and recommended textbooks—all designed to support systematic and high-level AIME preparation.


AIME Past Papers & Official Solutions

AIME Exams by Year

Year AIME I AIME II
2025 AIME I AIME II
2024 AIME I AIME II
2023 AIME I AIME II
2022 AIME I AIME II
2021 AIME I AIME II
2020 AIME I AIME II
2019 AIME I AIME II
2018 AIME I AIME II
2017 AIME I AIME II
2016 AIME I AIME II
2015 AIME I AIME II
2014 AIME I AIME II
2013 AIME I AIME II
2012 AIME I AIME II
2011 AIME I AIME II
2010 AIME I AIME II
2009 AIME I AIME II
2008 AIME I AIME II
2007 AIME I AIME II
2006 AIME I AIME II
2005 AIME I AIME II
2004 AIME I AIME II
2003 AIME I AIME II
2002 AIME I AIME II
2001 AIME I AIME II
2000 AIME I AIME II
1999 AIME
1998 AIME
1997 AIME
1996 AIME
1995 AIME
1994 AIME
1993 AIME
1992 AIME
1991 AIME
1990 AIME
1989 AIME
1987 AIME
1986 AIME
1985 AIME
1984 AIME
1983 AIME

Complete AIME Archive (1983–2025)
Includes past papers and full solution explanations, compiled into a single downloadable package.

推荐


Recommended AIME Preparation Textbooks

1. Combinatorics

AoPS Volume 1
Provides a strong overview of core AIME concepts, though not fully comprehensive.

Intermediate Counting & Probability (AoPS)
An advanced and essential text for mastering combinatorics at the AIME level.


2. Algebra

Intermediate Algebra (AoPS)
An excellent resource covering most algebraic concepts required for AIME.

Precalculus (AoPS)
Covers trigonometry, complex numbers, vectors, and matrices.
Chapters 1–8 are most relevant for AIME preparation.


3. Number Theory

UKMT Number Theory
Since AoPS does not offer an intermediate-level number theory book, this text is one of the best alternatives.

  • Ideal for students with early olympiad exposure

  • Covers modular arithmetic, sequences, Diophantine equations, and more

  • Highly suitable for AIME-level number theory


4. Geometry

UKMT Geometry

Euclidean Geometry in Mathematical Olympiads
An advanced olympiad-level geometry book, best suited for students aiming to tackle AIME Problems 11–15.


AIME Topic-Based Question Bank

The AIME categorized question bank is a highly targeted preparation resource. It systematically organizes high-frequency AIME problem types into the following core areas:

  • Algebra

  • Geometry

  • Number Theory

  • Counting and Probability

Each section includes carefully selected classic problems, complete answers, and detailed solution explanations to help students:

  • Identify common problem patterns

  • Master key techniques

  • Diagnose and close knowledge gaps

Key Advantages

  • Focused training by topic

  • Problems derived from past AIME exams

  • Efficient skill-building and accuracy improvement

推荐


AIME Progressive Difficulty Problem Set (with Solutions)

This graded problem set is designed with gradually increasing difficulty, allowing students to:

  • Build confidence with foundational problems

  • Transition smoothly to advanced challenges

  • Strengthen problem-solving endurance


Three Essential AIME Reading Books

Lecture Notes on Mathematical Olympiad Courses
Covers all major olympiad areas, including algebra, geometry, and combinatorics.

108 Algebra Problems

109 Inequality Problems

High-resolution PDF downloads available via QR code.


AIME 300 Must-Practice Problems

A carefully curated set of 300 essential AIME problems designed to reinforce core techniques and exam readiness.

Only selected examples are shown.


AIME Knowledge Mind Map

This comprehensive mind map outlines the four major AIME domains:

  • Algebra

  • Number Theory

  • Geometry

  • Combinatorics

Through a structured hierarchy and keyword-based connections, students can quickly:

  • Understand the full AIME knowledge framework

  • Clarify relationships between topics

  • Organize revision efficiently


Complete AIME Resource Package

All AIME preparation materials have been carefully compiled into a single, comprehensive resource package.

推荐