IMO 1988 Problem #6 - using Vieta's Formula and Fermat's Method of Infinite Descent 108

IMO 1988 Problem #6 - using Vieta's Formula and Fermat's Method of Infinite Descent 108Подробнее

The Legend of Question Six - NumberphileПодробнее

[Deprecated] Well Ordering Principle Lecture 4: Functional Form [IMO 1988 Problem 6]Подробнее

Vieta Jumping explainedПодробнее

Vieta Jumping and Problem 6 | Animated ProofПодробнее

Prove Method of infinite Descent (Vieta's jumping) : (4a^2-1)^2/(4ab-1) is integer, then a=bПодробнее

Solving the Legendary IMO Problem 6 in 8 minutes | International Mathematical Olympiad 1988Подробнее

Prove Method of infinite Descent (Vieta's jumping) : (a^2+b^2)/(ab+1) is square, imo1988Подробнее

IMO 1988 Question 6 [TL;DR version] (proof by infinite descent)Подробнее

Can You Solve This Cambridge Exam Question? | Number Theory | Infinite DescentПодробнее

Lecture 5 : Infinite Descent of FermatПодробнее

The Notorious Question Six (cracked by Induction) - NumberphileПодробнее

IMO 2020 Day 2 solutions and discussion of statistics (insane problem 6!!)Подробнее

Russia | Math Olympiad Question | You should know this trick!!Подробнее

The IMO Problem Terence Tao Couldn't SolveПодробнее

I went insane trying to solve this problem (IMO 1988 Question 6)Подробнее

Infinite Descent for Diophantine EquationsПодробнее

Solving the legendary problem #6 - International Math Olympiad 1988 - P6Подробнее