British Mathematical Olympiad | BMO Round 1 |Prepare for 2022 2023 Math Questions Solutions Problems

You can use this idea to solve many problems of Harvard, MIT, Stanford, International, America, British, Singapore, Canada, Hong Kong, Philippine, ... Mathematical Olympiad and by working on the useful ideas you can prepare for 2022 and 2023 Mathematical Olympiads

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Farshid Bateni's CV(Resume):

Teaching Experience:
-Iranian team members of 2018 International Mathematical Olympiad
-Allame Helli High School(Won 181 International Olympiad medals)

Some of My Honors:
-Winner of gold medal for mathematics in the Iranian National Olympiad
-Winner of silver medal for informatics(computer science) in the Iranian National Olympiad
-Ranked 8th in National University Entrance Exam for M.Sc. degree in MBA

Authoring and Proposing:
-Author of two international papers:
1."Diffusion-Based Nanonetworking : A New Modulation Technique and Performance Analysisi," IEEE Communication letter soon, 2013
2."Deteccting Matrices for random CDMA systems", 20th International Conference onTelecommunications,ICT 2013

-Author:
-All the unsolved answers of Iranian Informatics(computer science) National Olympiad second round for the first time
-for two publishers

Propose:
- First, second and third round of Iranian Mathematical Olympiad exam
-Second round of Iranian informatics (computer science) National Olympiad exam

[WahranRai]

4:47 We could say that the equation is the distance of point M (x, y, z) to point A (1, 2, 3).
The distance is nul ---> M and A coincide