Inequalities Tutorial #1 - Intro to AM-GM
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- Опубліковано 11 вер 2024
- #IMO #Algebra #Inequalities #MathOlympiad
In this video we discuss an intro to math Olympiad inequalities beginning with the AM-GM inequality.
Inequalities playlist: • Inequalities Tutorial
IMO Past Problems: • IMO Past Problems
Functional Equations playlist: • Functional Equations T...
Ultimate Geometry playlist: • The Ultimate Geometry ...
Shorts: • Short Math videos
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I upload videos concerning math Olympiad contests to help students preparing for math Olympiad and all people who share the love for some interesting math problems.
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the most awaited playlist!!! thank you so much
Here you go 😉
Finally!!! After a lot of waiting from the fe playlist!
Thank you Mohamed how about the new generation of functional equations from real positive to itself because we must use a new and complex methods to solve them like inequalities and sequences defining
I am so happy you taught us something. I am sick and tired of seeing Professors and books proving theorems even before students have a grasp of the new concept. When I open a book and it starts with theorem-definition-proof, I just close that book immediately. I am not preparing for the math olympiad. I am too old for that. However, I have always been interested in competition math. At my age I am only wishing to learn competition math at Junior level- AMC 8, AMC 10, BMO 1 etc.
I was looking for this, thank you❤.
Great to see you back 😊
Thanks!
Yessss!!!
Amazing!!! Thank you for this great video! 👍
Plzz make More videos. We want at least one video every week
Continue it , excited for more
Lesson 2 has just dropped 😉
Great course❤
Wow you are back
Yep!
hey man ive seen you a lot in comment section of different math and physics related channels lately :)
good luck with your JEE (and olympiad too?)
@@helodarknessmyolFrend yup 👍 🤣 sadly I'm struck in jee adv not getting time to focus on Olympiads
@@helodarknessmyolFrend Yup 👍 thnx I'm struck in jee adv not getting time to focus on Olympiads
Mohamed carrying the entire algebra
Hey can you check a solution on your 2008 Functional equation IMO question, I did an alternate method, is the trap still there?
👍
:)
Thanks man!
You are welcome!
I clicked at max speed