Singapore | Viral Math Olympiad Problem | A Nice Algebra With Special Pairs Of Solutions.

Hi, this is Singapore math Olympiad. Just learn how to solve for all positive pairs of x,y.
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[@icetruckthrilla]

Interesting problem. It wasn’t clear at first that this was in fact a Diophantine equation where the solutions were all integers. Thanks for showing us the solution.

[@WorldwideBibleClass-qr9jk]

Wow!😮 Thanks for this video clip man. A big thumbs-up to you 👍👍

[@kelvintowns5217]

I love your videos

[@danielfranca1939]

You are one of my best math tutor sir. Keep up, much love ❤❤❤

[@WorldwideBibleClass-qr9jk]

This is good at what he does.

[@張洪鈞]

Thank you for good teaching🙂❤🙏

[@rachidazaghar]

excellent ;thanks

[@dardoburgos3179]

Ese ecuación tiene infinitas soluciones.

[@余儒炫]

X=10,Y=10

[@Zbigniew-b3u]

nie było założenia, że mają być całkowite rozwiązania, miały być dodatnie, więc jest to niepełne rozwiązanie, bo x+y=k i xy=5k gdzie k jest rzeczywiste, a z równania x^2-kx+5k=0 wyjdzie przedział możliwych wartości k czyli (20, +infinity) - stąd widać, że rozwiązań jest nieskończenie wiele !

[@КатяРыбакова-ш2д]

xy=-25/12; x+y=-5/12 => x=5/4, y=-5/3.

[@xololomejor]

Without process: x=y=10

[@potentsky]

There is a terrible mistake at 2:46 minute and nobody is talking about it in the comments section. You can't introduce brackets like that. You have completely changed the equation. We are allowed to alter the form of the equation but NOT change the meaning of equation.

[@nikiyuh]

But, he got to the right answer somehow 😅