
I. Countdown to the Competition: Key Dates and Basic Arrangements
Overview of Basic Information for the 2026 AMC8
| Item | Details |
|---|---|
| Exam Date | Friday, January 23, 2026 |
| Exam Time | 17:00–17:40 (40 minutes total) |
| Exam Format | Individual participation; online and offline options available |
| Question Type | 25 multiple-choice questions |
| Scoring Rule | 1 point for each correct answer; no penalty for incorrect answers; maximum score of 25 |
| Eligibility | Grade 8 or below, and under 14.5 years old |
II. Exam Format and Rules
Device Requirements
Prepare a computer with Windows (Win7 or above recommended) or macOS (10.15.7 or above) and a webcam.
A mobile phone is required as a proctoring device, placed 0.5–1 meter behind the computer at a height of 1.2–1.5 meters, ensuring full visibility of the student’s upper body, hands, and the computer screen.
Software Configuration
Install the latest version of Google Chrome on the computer.
The mobile phone must have Tencent Meeting installed, with audio and video functions enabled.
Exam Environment
Choose a quiet and independent space.
Only blank scratch paper, a ruler, an eraser, and other basic stationery are allowed on the desk. Calculators, smartwatches, protractors, and other tools are strictly prohibited.
III. In-Depth Analysis of the 2026 Syllabus
Distribution and Changes of Knowledge Modules in the 2026 AMC8 Syllabus
| Knowledge Module | Proportion | New and Adjusted Content |
|---|---|---|
| Algebra and Probability | 40%–45% | Strengthened integration of probability and statistical data with real-life scenarios (e.g., supermarket promotion models); quadratic function modeling (e.g., carbon emission optimization) |
| Geometry | 25%–30% | Added dynamic analysis of 3D unfoldings; questions combining the Pythagorean theorem with architectural structural stability; enhanced calculation of areas of irregular shapes |
| Number Theory and Combinatorics | 20%–25% | Increased difficulty in prime factorization and integer properties; mastery of short division for quickly solving LCM (Least Common Multiple) and GCD (Greatest Common Divisor) is required; new innovative topics such as the sum of geometric sequences |
IV. Comprehensive Pre-Exam Preparation Guide
For students taking the online exam: Log in to the online system at least 30 minutes before the exam. Before the official start, there will be identity verification and announcement of exam rules. No entry is allowed 15 minutes after the exam begins.
Pre-Exam Items to Prepare
Identification documents (admission ticket/ID card)
Blank scratch paper (it is recommended to prepare several sheets)
Basic stationery such as pencils, erasers, and rulers
Drinking water (avoid excessive consumption)
Sprint Strategies for Candidates with Different Foundations
Zero-based or weak-foundation candidates: Focus on reviewing high-frequency test points, such as basic arithmetic, number theory fundamentals, and simple geometric applications, to ensure high accuracy in the first 15 questions.
Candidates with a solid foundation: Conduct targeted breakthroughs in weak modules and focus on practicing difficult content such as number theory and combinatorics.
Experienced competition participants: Conduct in-depth research on the final challenging questions, master advanced techniques such as modular arithmetic and counting principles, and practice the ability to solve a single problem through multiple methods.
V. High-Score Sprint Techniques and Answering Strategies
Golden Time Allocation Rule
Questions 1–15 (Basic Questions): Complete within 15–20 minutes. These questions usually directly test basic concepts, so high accuracy is a must.
Questions 16–22 (Intermediate Questions): Proceed steadily, as multi-step solutions may be required. If a question cannot be solved within 2 minutes, mark it and skip it temporarily.
Questions 23–25 (Challenging Questions): Reserve sufficient time, but do not dwell on a single question. If you have no idea how to solve a problem, make a bold guess.
Efficient Problem-Solving Techniques
Special Value Substitution Method: When encountering questions involving abstract relationships, substitute simple values to concretize the abstract relationships.
Elimination Method: Use conditions such as parity and value ranges to eliminate obviously incorrect options.
Geometric Recomposition Method: Decompose complex figures into regular shapes and find proportional relationships through recombination.
Guessing Strategy
• 2000–2025 AMC8 real exam questions in both Chinese and English
• Detailed explanations
• Formula sheets
• Vocabulary lists
• Recommended preparation books
• Lecture notes and more
• Ask me 1 specific question you care most about at any time, and I’ll give you targeted advice.
• Tell me your personal situation (such as your goals), and I can help you identify the key points to focus on.
• Join the exclusive study group, where I’ll send you a link to a live Q&A session.




