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2023 American Mathematics Competition


Global authoritative youth math competition

Introduction

In 1950, the first American Mathematics Competition sponsored by the Mathematics Association of America (MAA) took place. Today, the challenge has become the most influential youth math challenge with over 300,000 students participating annually in over 6,000 schools from 30 countries and regions. AMC hosts a series of challenges such as AMC8 held in January for grade 8 or below, AMC10/12 held in November for students at/below grade 10/12. AIME held in March for high scoring AMC10/12 participants for promotion, and USAMO / USAJMO is for excellent AMC10/12 participants of qualification trial of AMC national team.

Collaborate with Asdan:

October 2020, The Mathematics Association of America (MAA) officially authorized ASDAN China as an International Group Leader:https://www.maa.org/math-competitions/international-registrations to administer the American Mathematics Competitions (AMC8\AMC10\AMC12\AIME) in China mainland. 【Click here to view the CONTRACT/LICENSE AGREEMENT】

AMC10 Arrangement

9:00, 30 Oct. (Version A)
9:00, 5 Nov. (Version B)

Registration Deadline

18:00, 3 Nov. - 12:00, 9 Nov. (Version A)
18:00, 11 Nov. - 12:00, 15 Nov. (Version B)

Online Mock Exam

20:00, 7 Nov. - before the beginning of exam (Version A)
18:00, 11 Nov. - before the beginning of exam (Version B)

Download admission ticket &

Inquire exam information

Download Digital Certificate

6-8 weeks after the challenge

Inquire Score

6-8 weeks after the challenge

Exam Time

17:00-18:15, 9 Nov.(Thursday) (Version A)
17:00-18:15, 15 Nov.(Wednesday) (Version B)

Registration Time

Deadline: 9:00, 30 October (Version A)
9:00, 5 November (Version B)

Online Mock Exam

10:00, 5 November - 12:00, 9 November (Version A)
10:00, 11 November - 12:00, 15 November (Version B)

Download admission ticket & Inquire exam information

10:00, 5 November - before the beginning of exam (Version A)
10:00, 11 November - before the beginning of exam (Version B)

Exam Time

17:00-18:15, 9 November (Thursday) (Version A)(TBD)
17:00-18:15, 15 November (Wednesday) (Version B)(TBD)

Inquire Score

6-8 weeks after the challenge

Download Digital Certificate

6-8 weeks after the challenge

Description about Version A/Version B:

Version A is a different paper from Version B, but with same difficulty and range. Competitors could choose one of them to participate, or two of them. Version A and Version B is ranked and awarded separately, and the best score is chosen to participate in AIME (American Invitational Mathematics Examination).

Rules

AMC 8 AMC 10 AMC 12 AIME
Qualification In grade 8 or below

and also under 14.5 years of age on the day of the challenge

In grade 10 or below

and also under 17.5 years of age on the day of the challenge

In grade 12 or below

and also under 19.5 years of age on the day of the challenge

In grade 12 or below
Range AMC 8 covers from a middle school mathematics curriculum. Possible topics include but are not limited to: counting and probability, estimation, proportional reasoning, elementary geometry including the Pythagorean Theorem, spatial visualization, everyday applications, and reading and interpreting graphs and tables. Some of the later questions may involve linear or quadratic functions and equations, coordinate geometry, and other topics traditionally covered in a beginning algebra course. Usually covers mathematics syllabus in Grade 9 and Grade 10, including elementary algebra, basic geometry (Pythagorean theorem, area and volume formulas, etc.), elementary number theory and probability. Trigonometry, advanced algebra and advanced geometry will not be included. AMC12 covers all mathematics knowledge learned in high school, including trigonometry, advanced algebra, advanced algebra and part of calculus. Students who get great results in AMC 10/12 will be invited to participate in AIME. More difficult than AMC 10/12.
Form Individual, 25 multiple choice questions Individual, 25 multiple choice questions Individual, 25 multiple choice questions Individual, 15 questions
Time 40 minutes 75 minutes 75 minutes 180 minutes
Scoring Criteria 25 points in total

1 point for 1 correct answer

0 points for 1 blank answer or 1 wrong answer

150 points in total

6 points for 1 correct answer

1.5 points for 1 blank answer

0 points for 1 wrong answer

150 points in total

6 points for 1 correct answer

1.5 points for 1 blank answer

0 points for 1 wrong answer

15 points in total

1 point for 1 correct answer

0 points for 1 blank answer or 1 wrong answer

AMC10 Award and Display of Certificate

ALL the cut-off scores are in 2023

AMC10 Award

* All participants are eligible for the electronic version of the certificate of participation.

Global Awards


Honor Roll of Distinction
The cut-off score is 136.5 points in 2023 (10A);
The cut-off score is 135 points in 2023 (10B)


Distinction
The cut-off score is 111 points in 2023 (10A);
The cut-off score is 112.5 points in 2023 (10B).


AMC10 Achievement Roll
Get 90 and more scores in grade 8 and below

School Awards


School Honor Roll
The top 3 scores up to 400 points or greater.


School Merit Roll
The top 3 scores between 300 and 399, inclusive.

Display of Certificate

Honor Roll of Distinction

Distinction

AMC10 Achievement Roll 

AIME

Qualifying System

The Cutoff Score of AMC and USA(J)MO

The cutoff score of USA(J)MO in 2022

USAJMO cutoff scores USAMO cutoff scores
AMC 10 A AMC 10 B AMC 12 A AMC 12 B
AIME I 203.5 190.5 222 227.5
AIME II 196.5 182 208.5 203

1.Qualification of USA(J)MO in 2022:
Candidates whose scores meet the USA(J) MO advancement cutoff score for the 2022 USA(J)MO.U.S. citizens and students studying in the United States and Canada (with qualifying scores) are eligible to take the USAMO and USAJMO.
2.Exam Time of USA(J)MO in 2022:
March 22-23, 2022 (American Eastern Standard Time)
(*Details may vary depending on the policy of the year)

Overview and Analysis of AMC10 Global Results in 2021 (Fall Semester)

From the overall distribution of the graph, the distribution curve of the scores is positively skewed, the highest point is the mode of the scores. The mode of Version A is 48, which means that the largest number of students answered 8 questions correctly (25 questions in total, disregarding the case of non-response). The mode of Version B is 42, which means that the largest number of students answered 7 questions correctly. Meanwhile, the mean of Version A is 59.40 and the mean of Version B is 56.32, which means that the students' scores are at the middle to lower level and the questions have a certain difficulty.

From the graphical characteristics, all obvious prominent straight bars in the bar graph are multiples of 6, which indicates that students are more inclined to answer questions to get high scores, rather than not answering to get 1.5 points; the standard deviation of Version A is 23.28 points, and the standard deviation of Version B is 24.23 points, which indicates that there is a large gap between students' levels and the paper has a certain selectivity, on the other hand, the standard deviation values of paper A and B are similar, which indicates that there is no significant difference between the difficulty of Version A and Version B.

Sample Problems

Regional Consultant

Northern Contact
Northern Region:
Beijing、Tianjin、Heilongjiang、Jilin、Liaoning、 Heibei、Inner Mongolia、Shanxi、Shandong
Eastern China Contact
Eastern Region:
Shanghai、Zhejiang、Jiangsu
Central China Contact
Central Region:
Henan
Southern China Contact
Southern Region:
Guangdong、Guangxi、Fujian、Hainan、Hongkong、Macao、Taiwan
Western China Contact
Western Region:
Chongqing、Sichuan、Yunnan、Guizhou、Shaanxi、Gansu、Qinghai、Tibet、Ningxia、Xinjiang
Central China Contact
Central Region:
Hunan、Hubei、Anhui、Jiangxi

FAQ

What is the refund policy

If, for some reason, the student is unable to attend after paying the fee, please contact us. If you apply before the registration deadline, 25% of the registration fee will be deducted as academic materials and service fees. If you apply after the registration deadline, no refund will be given.