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Dedekind cuts
Singapore
Приєднався 7 тра 2020
Welcome to my channel where I share interesting mathematical problems and nuggets! Besides explaining the solution, I try to go over the problem solving process and techniques. Perhaps one day I will also diversify to share competitive programming problems!
Using PHYSICS to solve *geometry* problems - method of weights!
#mathematics #olympiad #math
The International Mathematical Olympiad (IMO) is the World Championship Mathematics Competition for High School students and is held annually in a different country. The IMO 2024 took place in Bath, UK.
The method of weights provides an intuitive and fun way to solve certain geometry problems, especially those involving ratio of lengths.
The International Mathematical Olympiad (IMO) is the World Championship Mathematics Competition for High School students and is held annually in a different country. The IMO 2024 took place in Bath, UK.
The method of weights provides an intuitive and fun way to solve certain geometry problems, especially those involving ratio of lengths.
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Відео
Another *RIDICULOUS* number theory problem from Korea! Korea Math Olympiad 2023
Переглядів 3,3 тис.21 день тому
#mathematics #olympiad #math The International Mathematical Olympiad (IMO) is the World Championship Mathematics Competition for High School students and is held annually in a different country. The IMO 2024 took place in Bath, UK. Is number theory one of your favorite topics? Today, let us take a look at a number theory problem from the Korea Math Olympiad 2023 (KMO 2023) that is harder than i...
Hardest IMO problem EVER? Only *2* solved
Переглядів 9 тис.Місяць тому
#mathematics #olympiad #math The International Mathematical Olympiad (IMO) is the World Championship Mathematics Competition for High School students and is held annually in a different country. The best math students around the world compete in this contest annually. So, how tough must a problem be in order for only 2 out of 600 of these students to solve it?
APMO 2024 - Has INEQUALITY always been this *bizarre*?
Переглядів 1,7 тис.2 місяці тому
#mathematics #olympiad #math Asian Pacific Mathematical Olympiad (APMO) 2024 Solutions and discussion of problem 3 The Asian Pacific Mathematics Olympiad (APMO) is a mathematical competition for countries in the Pacific-Rim Region. The APMO is held annually. Each participating country has a representative in charge of organizing the APMO locally. A central committee selects a paper with 5 quest...
*AI* solution to IMO 2024 Problem 4 (by SILVER medalist Alpha Geometry)
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#mathematics #olympiad #math International Mathematical Olympiad (IMO) 2024 Day 2 AI solution and discussion of problem 4 For more background about the AI, read the article here: deepmind.google/discover/blog/ai-solves-imo-problems-at-silver-medal-level/ 65th International Mathematical Olympiad Bath UK Problem 4 - Geometry
IMO 2024 Problem 6 - the *FINAL BOSS* is always tough! Functional equation leaves few survivors
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#mathematics #olympiad #math International Mathematical Olympiad (IMO) 2024 Day 2 Solutions and discussion of problem 6 65th International Mathematical Olympiad Bath UK Problem 6 - Algebra / Functional equation
IMO 2024 Problem 5 - most *TROLL* problem in IMO history?
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#mathematics #olympiad #math International Mathematical Olympiad (IMO) 2024 Day 2 Solutions and discussion of problem 5 65th International Mathematical Olympiad Bath UK Problem 5 - Combinatorics
IMO 2024 Problem 4 - the *ONLY* geometry this year!
Переглядів 9 тис.3 місяці тому
#mathematics #olympiad #math International Mathematical Olympiad (IMO) 2024 Day 2 Solutions and discussion of problem 4 65th International Mathematical Olympiad Bath UK Problem 4 - Geometry
IMO 2024 Problem 3 - *MONSTER* combinatorics - how many will get 7?
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#mathematics #olympiad #math International Mathematical Olympiad (IMO) 2024 Day 1 Solutions and discussion of problem 3 65th International Mathematical Olympiad Bath UK Problem 3 - Combinatorics
IMO 2024 Problem 2 - If you LOVE *number theory* and HATE *geometry*, it's a field day!
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#mathematics #olympiad #math International Mathematical Olympiad (IMO) 2024 Day 1 Solutions and discussion of problem 2 65th International Mathematical Olympiad Bath UK Problem 2 - Number Theory
IMO 2024 Problem 1 - Neat little problem to start things off!
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#mathematics #olympiad #math International Mathematical Olympiad (IMO) 2024 Day 1 Solutions and discussion of problem 1 65th International Mathematical Olympiad Bath UK Problem 1 - Algebra / Number Theory
RIDICULOUS *number theory* problem 1 on Korean Math Olympiad
Переглядів 8 тис.4 місяці тому
#mathematics #olympiad #math The International Mathematical Olympiad (IMO) is the World Championship Mathematics Competition for High School students and is held annually in a different country. The IMO 2024 will be held in Bath, UK. How are you preparing for the IMO? Today, we will take a look at a number theory problem from this year's Korean Math Olympiad
Warm up for IMO 2024 with GRAPH THEORY from India's *training camp*!
Переглядів 1,9 тис.4 місяці тому
#mathematics #olympiad #math The International Mathematical Olympiad (IMO) is the World Championship Mathematics Competition for High School students and is held annually in a different country. The IMO 2024 will be held in Bath, UK. How are you preparing for the IMO? Today, we will take a look at a graph theory or combinatorics problem from India's training camp!
NUMBER THEORY Functional Equation from *Japan*!
Переглядів 1,1 тис.5 місяців тому
#mathematics #olympiad #math In preparation for last year's International Mathematical Olympiad held in Japan, we saw a beautiful number theory problem from the Japan Math Olympiad 2023. Would there be another beautiful number theory problem in this year's Japan Math Olympiad?
Preview of IMO 2024 - Trip to Bath, UK
Переглядів 2,8 тис.5 місяців тому
#mathematics #olympiad #math The International Mathematical Olympiad (IMO) is the World Championship Mathematics Competition for High School students and is held annually in a different country. The IMO 2024 will be held in Bath, UK. Wonder how the city looks like? I made a trip down to the city to check it out before the IMO 2024!
USAMO 2024 Problem 2 - Dizzying set intersections!
Переглядів 1,7 тис.7 місяців тому
USAMO 2024 Problem 2 - Dizzying set intersections!
USAMO 2024 Problem 1 and 4 - Is this math olympiad harder than usual?
Переглядів 2,8 тис.7 місяців тому
USAMO 2024 Problem 1 and 4 - Is this math olympiad harder than usual?
MIT Integration Bee 2024 (Part 2) - The fun begins!
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MIT Integration Bee 2024 (Part 2) - The fun begins!
MIT Integration Bee 2024 (Part 1) - Easiest problem set ever?
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MIT Integration Bee 2024 (Part 1) - Easiest problem set ever?
Indian National Math Olympiad 2024 - Fun logic puzzle recommended by viewer
Переглядів 1,4 тис.9 місяців тому
Indian National Math Olympiad 2024 - Fun logic puzzle recommended by viewer
How does the easiest problem in hardest math olympiad look like?
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How does the easiest problem in hardest math olympiad look like?
The *BEST* Math Olympiad problems of 2023!
Переглядів 1,9 тис.10 місяців тому
The *BEST* Math Olympiad problems of 2023!
Putnam 2023 B2-B4: here are the fun problems!
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Putnam 2023 B2-B4: here are the fun problems!
Putnam 2023 A1-A4: These problems smell different!
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Putnam 2023 A1-A4: These problems smell different!
Tricky graph + geometry problem from Harvard and MIT 😨
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Tricky graph geometry problem from Harvard and MIT 😨
Berkeley Math Tournament 2023 - solve one to solve the other to solve the other to solve the other..
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Berkeley Math Tournament 2023 - solve one to solve the other to solve the other to solve the other..
Two short and sweet problems from Stanford Math Tournament 2023!
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Two short and sweet problems from Stanford Math Tournament 2023!
Insane combinatorics in India Olympiad Qualifier in Mathematics 2023
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Insane combinatorics in India Olympiad Qualifier in Mathematics 2023
Using polynomials to prove that there are infinitely many primes
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Using polynomials to prove that there are infinitely many primes
APMO 2023 Problems 1 and 2 solutions and discussion
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APMO 2023 Problems 1 and 2 solutions and discussion