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AwesomeMath Academy Enrollment
| Semester | Enrollment Begins | Enrollment Ends |
|---|---|---|
| Fall 2026 | July 15, 2026 | September 28, 2026 |
| Spring 2027 | July 15, 2026 | January 25, 2027 |
Steps to Enroll in Academy Courses
Step 1: Ensure Readiness and Review the Online Course Catalog
- Review readiness guide, sample problems, and course catalog to determine which courses are the right fit for you.
Step 2: Choose Course and Enroll
- Use the “Enroll Now” link below next to the course(s) you want to enroll in.
- Choose the semester and session you want to participate in, complete the student information form, and then add the course to your cart.
- Return to this enrollment page to select additional courses (if desired).
Step 3: Pay Your Tuition
- Carefully review the information provided in Step 2 above and then select “proceed to checkout” to pay your tuition. Note any applicable discounts will be automatically applied.
- You will receive a confirmation email once your enrollment is complete and payment is received. This email will have next steps and how to prepare for the upcoming semester.
PLEASE NOTE: all times are based on US Central Time. Please use this link to see what time classes start in your time zone.
| Live Online Courses | Enrollment Options | |
|---|---|---|
| Beginner: Problem Solving 1 This course is designed for students who are relatively new to competition mathematics, including those who may have participated in a few contests or are familiar with lower-level competitions. It introduces the joys of problem-solving
while building on any early exposure students may already have. The course covers concepts and techniques that go beyond the standard school curriculum, helping students strengthen their understanding and approach. It also develops a solid foundation
for future math competitions and equips students with the fundamental skills needed to progress to the next level. |
| |
| Novice: Problem Solving 2 This course is online and intended for students who have been active in math competitions for a couple of years (obtained mid to high AMC 8 scores up to low to mid
AMC 10 scores) and wish to further expand their abilities by consolidating their mathematical foundation to learn more advanced and in-depth concepts that can be applied on math
contests and much more. |
| |
| Intermediate: Problem Solving 3 This course is intended for students who have been active in math competitions for a few years (obtained mid to high AMC 10 scores up to qualifying for AIME) and wish to further
expand their abilities by consolidating their mathematical foundation to learn more advanced and in-depth concepts that can be applied on math contests and much more. |
| |
| Advanced: Problem Solving 4 This course is intended for students who are ready to stretch their strongly developed mathematical skills (obtained high AMC 10/12 scores to mid-level AIME
results) and wish to further expand their abilities by consolidating their mathematical foundation to learn more advanced and in-depth concepts that can be applied on math contests
and much more. |
| |
| Olympiad Physics Level 1 The Level 1 course is intended to be the first encounter with physics problem solving for students with strong math skills. This course will guide
students towards successful first participation at the F = ma competition, which leads to the USAPhO and eventually to the
International Physics Olympiads. |
| |
| Olympiad Physics Level 2 The Level 2 course is intended to be the continuation of the Level 1 course, going deeper into physics problem solving and taking the students further in physics competitions. After this class students are expected to get the points needed to go to the USAPhO. |
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| Olympiad Physics Level 3 The Level 3 course is the continuation of the Level 2 course, going deeper and broader into physics problem solving and taking the students further in physics
competitions. The curriculum will cover selected problems from areas of physics needed to succeed at the USAPhO competition: Mechanics, Electricity and Magnetism,
Thermodynamics, Fluids, Relativity, Waves, Optics, and Nuclear and Atomic Physics, all at a level well beyond AP physics. |
PLEASE NOTE: enrollment for flexible, self-paced courses is ongoing. New students can start any week!
| Self-paced Courses | Enrollment Options | |
|---|---|---|
| Problem Solving Foundations Problem Solving Foundations is a self-paced asynchronous course designed for students who are ready to begin their competition math journey. Through carefully sequenced lessons in algebra, combinatorics, geometry, and number theory,
students develop the core skills and problem-solving instincts needed to thrive in Problem Solving Level 1 and beyond. With pre-recorded video lectures, guided practice problems, and expert instructor feedback, students learn at their own pace - anytime, anywhere. | • Flexible, self-paced, independent study | |
| Problem Solving 1 This course is intended for students who are new to the joys of problem-solving and want to learn concepts and techniques beyond the standard school curriculum. This course will help students build a solid foundation for their first math competition and give them the fundamentals they need to learn math at the next level. | • Flexible, self-paced, independent study | |
| Problem Solving 2 This course is online and intended for students who have been active in math competitions for a couple of years (obtained mid to high AMC 8 scores up to low to mid AMC 10 scores) and wish to further expand their abilities by consolidating their mathematical foundation to learn more advanced and in-depth concepts that can be applied on math contests and much more. | • Flexible, self-paced, independent study | |
| Abstract Algebra This is an independent study course offering motivated high school students—and exceptionally advanced middle school students—the opportunity to investigate advanced topics in higher mathematics typically encountered in undergraduate or graduate studies.
The program is designed to cultivate mathematical maturity, strengthen problem-solving abilities, and develop a deeper theoretical understanding that extends well beyond the standard secondary curriculum. | • Flexible, self-paced, independent study | |
| Analysis Course Elementary Analysis is a rigorous introduction to the foundations of calculus and real analysis. The course develops the tools necessary to understand why the central ideas of calculus—limits, derivatives, integrals, and infinite series—work, by building them from first principles. | • Flexible, self-paced, independent study |
NOTE: We do not pro-rate tuition for enrollments after classes begin since students will have access to all class recordings and material.
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Mailing Address
P.O. Box 8
Prosper, TX 75078
Phone Number
(702) RAD-MATH(702) 723-6284
