This course is specially designed for highly motivated students who are either qualified for AIME or are on the verge of achieving qualification. Our intensive program focuses on providing students with the essential tools to enhance their problem-solving skills in counting and probability, with the goal to excelling in the AMC 10/12, AIME exams. These tools are also the foundation for students to solve combinatorics problems in proof-based competitions such as USA(J)MO and MOP.
To benefit fully from this course, we recommend that students have completed the introductory level courses in counting and probability (e.g., AoPS “Introduction to Counting and Probability”).
Lecture notes, Awesomemath 112, AoPS Intermediate Counting and Probability, and past AMC 10/12 and AIME tests.
Combinatorics is one of the most important topics in AIME as well as AMC 10/12 exams. On average, each AIME test comprises 4-5 questions related to counting and probability. Furthermore, in almost every year's AMC 10/12 and AIME, there are at least 2 questions among the most difficult ones (Q21-Q25 in AMC 10/12, Q11-Q15 in AIME) that require a strong understanding of combinatorics principles. The difficulty level of this course is comparable to that of problems 21-25 in AMC 10/12, and problems 1-13 in AIME.
Course Syllabus
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$800.00
$800.00
$550.00
$2,199.00