AMC10 A vs B: Key Differences and Exam Strategy Explained Clearly! AMC10 Core Topics and Trends Decoded!

For students preparing for the AMC10, choosing between the A and B versions is often the first major challenge in the preparation process. Although the official statement says that the difficulty and scope of the two exams are the same, looking at the style of past years' questions, there are clear "personality differences" in their focus.

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I. AMC10 A vs B: Core Differences and How to Choose

The A and B exams are usually held about a week apart, with completely different questions, but rankings are separate for each. Looking at data from previous years, the overall style of the A exam is more "stable," focusing on basic application; the B exam is more "flexible," focusing on depth of thinking.

Exam A: Steady and Solid, Foundation is Key
The questions in Exam A are relatively "standardized." The proportion of basic questions (the first 15) is slightly higher, staying closer to textbooks and regular test points. The computational load is moderate, and the final problems are relatively conventional. This makes Exam A very suitable for students with a solid foundation, first-time participants, or those with limited preparation time. For students seeking stability, Exam A has a higher margin for error.

Exam B: Flexible and Variable, A Test of Thinking
The questions in Exam B are often more flexible and comprehensively integrated. It tends to feature innovative question types in areas like number theory and combinatorics. Some problems require "ingenious thinking" or reasoning across different modules. Exam B demands higher computational proficiency and sustained reasoning ability, making it ideal for students with competition experience, flexible thinking, and aspirations for high scores (DHR, top 1% globally).

Three Key Strategies for Choosing Your Exam:
Goal: Securely Qualify for AIME:
It is highly recommended to register for both Exam A and Exam B. The competition will take your best score from the two exams as your final result, significantly increasing your chances of qualification. If you can only choose one, prioritize Exam A, as the basic questions are more direct and points are easier to secure.
Goal: Achieve a High Score/DHR:
Prioritize Exam B. The highly discriminative questions in Exam B are better for creating distance between scores. If you are strong in number theory and combinatorics, Exam B makes it easier to stand out in the high-score bracket.
Goal: Transition to AMC12 / Long-term Competition Preparation:
You can try the strategy of "taking AMC10 for Exam A and AMC12 for Exam B." Using the one-week interval between the two exams, you can first consolidate your AMC10 foundation with Exam A to secure an award, then challenge the difficulty of AMC12 with Exam B, getting an early feel for the pace of higher-level competitions.

II. AMC10 Core Topics and Trends

The difficulty of AMC10 questions increases in a step-like manner. The knowledge points align with the junior high and high school math syllabus but are extended further. Four major high-frequency topics cover the vast majority of questions:

Algebra (Highest Proportion):
Includes linear/quadratic functions, polynomials, sequences, inequalities, etc. This is the foundational section for scoring points. It involves significant calculation and flexible question types, requiring mastery of computational skills.
Geometry (Where difficulties cluster):
Primarily plane geometry, involving triangles, circles, polygons, similarity/congruence, and area/perimeter calculations. Geometric constructions are often complex, and the ability to think about auxiliary lines is key to solving problems.
Number Theory (Core for Differentiation):
Covers divisibility, remainders, prime factorization, parity, etc. This section is less encountered in regular school curricula, making it a weak area for many students. It is the core for differentiation between medium and high score ranges.
Combinatorics (Flexible and Variable):
Includes permutations, combinations, probability, logical reasoning, and counting principles. These questions have no fixed solution templates, focus on testing mathematical thinking, and difficult problems are often concentrated in the last 5 challenging questions.

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III. 2026 AMC10 Preparation Plan (Targeting the November Exam)

For students planning to take the AMC10 in November 2026 and aiming to successfully qualify for AIME, it is essential to seize the golden summer preparation period:

Master all knowledge points comprehensively (June - July):
Use the free time before summer vacation to solidify your foundation. This is especially crucial for students in grades 7-9 or lower, as there is a significant gap between their current knowledge and competition requirements in number theory and probability. Systematic learning is needed to fill these knowledge gaps.
Connect knowledge points (August - September):
After mastering the basics, practice simple problems first, then gradually tackle medium-difficulty problems. Focus on learning how to solve problems integrating multiple knowledge points, or delve deeply into a single difficult knowledge point to learn how to apply concepts flexibly.
Intensive problem-solving and mock tests (October - pre-exam in November):
Focus intensively on past AMC10 exams. It's recommended to do them multiple times. While solving problems, promptly summarize mistakes, become familiar with the question styles and patterns, and develop your own time allocation strategy for the exam.

We are an authorized AMC test center and can assist with registration for free! Scan the QR code to inquire about registration for the 2026 AMC10 season.

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Who Is AMC10 For? Recent AMC10 Difficulty Trend Analysis! Three Principles for Efficient AMC10 Score Improvement!

The AMC10 is one of the secondary school mathematics competitions organized by the Mathematical Association of America (MAA), aimed at students in grade 10 and below. It is not only a core academic credential for applying to top STEM universities such as MIT, Stanford, and CMU, but also an excellent platform to enhance mathematical thinking, logical reasoning, and problem-solving skills. This article will provide a detailed analysis of the target audience, difficulty trends, preparation strategies, and recommended courses for the AMC10, to help you prepare efficiently and improve scores precisely.

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I. Who Is AMC10 Suitable For?

1. Students who performed well in AMC8

Characteristics: Scored around 20 points in the AMC8 last January, indicating a solid mathematical foundation.

Advantages: Possess good computational accuracy and basic logic, enabling faster adaptation to the breadth and depth of AMC10 knowledge.

Suggested Path: Directly proceed to advanced learning in algebra and geometry modules, strengthening number theory and combinatorics skills.

2. Students planning to apply to international schools

Target Audience: Prestigious schools in Shanghai (San Gong, YK Pao, Pinghe Bilingual), Beijing (RDFZ, Tsinghua High School), Shenzhen (Shenzhen Middle School), Chengdu (No. 4 High School, No. 7 High School), etc.

Advantages: AMC10 scores serve as an important reference for international school entrance exams, providing a significant advantage, especially in the transition from elementary to middle school and mid-year transfer exams.

Suggested Path: Systematically prepare six months to one year in advance to ensure achieving an ideal score before entrance exams.

3. Students in grades 7–10 seeking to improve their math foundation

Characteristics: Wish to consolidate in-school knowledge and enhance mathematical thinking through competition participation.

Advantages: AMC10 covers all middle and high school math topics and emphasizes logical reasoning, effectively compensating for deficiencies in school teaching.

Suggested Path: Start with foundational problems, gradually transition to intermediate difficulty levels, and develop problem-solving skills and time management abilities.

II. AMC10 Difficulty Trend Analysis

1. Algebra remains a core focus

Changes: It is no longer just about basic operations; there is a greater emphasis on deep understanding and flexible application of concepts.

Response Strategies: Grasp the essence of algebra thoroughly and master advanced applications such as equations, functions, and sequences.

2. Increase in geometry weight and computational load

Changes: The proportion of geometry problems continues to increase, with higher demands on computational accuracy and speed.

Response Strategies: Practice classic problem types like constructing auxiliary lines, similar triangles, and the power of a point theorem to improve proficiency and accuracy.

3. Number theory and combinatorics are indispensable

Changes: Although the number of number theory problems has decreased, it remains crucial for AIME. Probability and combinatorics cover a wide range and require long-term accumulation.

Response Strategies: Systematically summarize fundamental number theory theorems (e.g., prime factorization, congruence properties) and accumulate experience through problem-solving practice.

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III. AMC10 Preparation Guide: Scientific Planning, Aiming for the Top 1%

Three Principles for Efficient Improvement

1. Enhance competition skills

Advantage for Chinese students: In-school knowledge has high overlap with AMC10 content, allowing for rapid progress using the school foundation.

Competition-specific skills: Learn techniques like constructing auxiliary lines and number theory problem-solving methods to achieve improvement both in school and competition contexts.

2. Targeted practice with past papers

Strategy: Repeatedly practice AMC10 past papers from 2010–2024, categorizing by module.

Foundational problems: Ensure all correct to solidify the foundation.

Intermediate problems: Strengthen problem-solving speed and enhance efficiency.

Difficult problems: Summarize solution models, maintain an error notebook, and target weak areas for breakthrough.

3. Improve test-taking ability

Essential formulas and theorems: Memorize commonly used tools such as geometry area formulas and number theory congruence properties.

English reading comprehension: Master essential mathematical vocabulary to improve efficiency in reading English problems.

Mock exam practice: Familiarize yourself with the test pace, allocate time reasonably, and avoid losing points due to time pressure through repeated simulation exams.

IV. High-Quality Courses to Help Improve Scores Efficiently

Pre-AMC10 Express Course

Suitable for: Students in grades 6–8 or those without prior competition experience.

Course Structure:

20 hours PRE-AMC10 Algebra Fundamentals

50 hours Basic knowledge points for each chapter

30 hours Thematic classification lectures

30 hours Gap filling + past paper mock exam review

Goal: Help students solidify their AMC10 math foundation and bridge the knowledge gap between AMC8 and AMC10.

AMC10 Express Course

Suitable for: Students in grades 9–10 or those who need systematic learning.

Course Structure:

Foundation Stage (50 hours): Basic knowledge points for each chapter

Intensive Stage (30 hours): AMC10 advanced course covering algebra, geometry, number theory, probability

Sprint Stage (30 hours): Gap filling, past paper mock exam review, test-taking techniques

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Course Selection Advice

Zero-basis students: It is recommended to start with Pre-AMC10 and progress step by step.

Students with some foundation: Can directly enter the foundation or intensive stage, focusing on strengthening weak modules.

Class Type Hours Class Size Start Date
Winter Vacation Class 30H 3-8 students Consult teacher for details
System Course 20H 1v1 / 3-8 student class Consult teacher for details
Practice Class 20H 1v1 / 3-8 student class Consult teacher for details

Our instructors are from top universities around the world. With precise course planning and comprehensive learning support, we guide you all the way to higher scores and awards!

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