Скачать или смотреть Solving 23x ≡ 245873 (mod 37) in 5 Minutes | Maths Olympiad Trick

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If you want to solve 23x ≡ 245873 (mod 37) in 5 minutes with the trick in the Maths Olympiad from an IITian, you are at the right place. It involves concepts of the Extended Euclidean Algorithm, modular inverse, and other various techniques of number theory and congruence equations.

Learn how to solve the equation 23x ≡ 245873 (mod 37) in just 5 minutes with this Maths Olympiad trick! Perfect for IMO, RMO, JEE Mains, and more.

Welcome to the channel Maths&Science by IITian.

🚀 Master number theory for math olympiads with this powerful IITian-taught lesson! In this video, we dive deep into solving linear congruence equations like `23x ≡ 245873 (mod 37)` using the Extended Euclidean Algorithm—a must-know tool for PRMO, RMO, INMO, and international math olympiads.

🔍 You’ll learn:
✅ How to reduce large numbers modulo prime
✅ Step-by-step Extended Euclidean Algorithm
✅ Finding Modular Inverse like a pro
✅ Solving congruences with real olympiad-level examples
✅ Fast factorization & modular arithmetic tricks

Whether you're prepping for RMO, aiming for INMO, or just love advanced math, this number theory crash course will sharpen your problem-solving skills like never before.

👨‍🏫 Taught by an IITian with years of Olympiad mentoring experience—a clear, concise, and competition-oriented competitive approach.

📚 Perfect for: PRMO | RMO | INMO | Math Olympiad | JEE Advanced | ISI | CMI | NTSE Scholars

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