Difference between revisions of "CyberMath Academy"
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PHYSICS: AP Physics A and USAPhO F=m*a | PHYSICS: AP Physics A and USAPhO F=m*a | ||
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+ | Advanced Math Program Designed by Justin Stevens | ||
+ | - Author of Olympiad Number Theory Through Challenging Problems Book | ||
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+ | Math Olympiad Program designed by Evan Chen | ||
+ | - One of the leaders of the USA IMO Team | ||
+ | - The Main Exam Coordinator for the USA Olympiad Team Selection Tests | ||
+ | - The Assistant Academic Director of the Math Olympiad Summer Program (MOP) | ||
+ | - The Co-editor-in-chief for the USA Math Olympiad (USAMO) | ||
===Daily Schedule=== | ===Daily Schedule=== |
Revision as of 09:17, 31 October 2018
CyberMath Academy Camp in Boston, MA has been designed for high-performing students who are looking for a challenging environment in which they can master advanced topics in an environment that provides a friendly challenge with the participation of brilliant students from all over the globe.
Locations and Dates
Boston: Harvard University - July 15– July 27, 2019
Courses
MATH: Advanced Middle School Math with MathCounts/AMC 8-10 Problems, Advanced High School Math with AMC 10-12/AIME Problems, Advanced AIME with Proofs.
CODING: Java Processing, Python Programming, C++ Programming and USACO Bronze, USACO Silver and AP Computer Science A
ROBOTICS
GAME DESIGN
PHYSICS: AP Physics A and USAPhO F=m*a
Advanced Math Program Designed by Justin Stevens - Author of Olympiad Number Theory Through Challenging Problems Book
Math Olympiad Program designed by Evan Chen - One of the leaders of the USA IMO Team - The Main Exam Coordinator for the USA Olympiad Team Selection Tests - The Assistant Academic Director of the Math Olympiad Summer Program (MOP) - The Co-editor-in-chief for the USA Math Olympiad (USAMO)
Daily Schedule
9:00 am – 12:15 pm Morning classes 12:15 pm – 1:45 pm Lunch and Activity time 1:45 pm – 5:00 pm Afternoon classes
MATH COURSES
Morning Sessions: Combinatorics and Geometry topics will be covered.
Afternoon Sessions: Algebra and Number Theory topics will be covered.
For more information: https://www.cybermath.org