A Chessboard Puzzle With a Surprisingly Simple Proof... #shorts

#shorts #short #math #mathematics #chess #chessboard #knight #king #checkers #board #game #gameboard #puzzle #riddle #proof #parity

Combo Class, taught by Domotro, is a crazy educational show where you can have fun learning rare things about math, science, language, and more! This is the channel for Combo Class SHORTS and EXTRAS - make sure you're also subscribed to the main Combo Class channel where full episodes go!

DISCLAIMER: any use of fire, tools, or other science experiments in this series is always done in a safe and professional way. Do not try to copy any actions you see in this series yourself.

[Domotro]

Check out my full episodes on my main channel here: www.youtube.com/comboclass

[alonvinkler]

very nice proof and an interesting twist to the knight's journey

[michaelkraemerman]

I've been playing chess for years and never thought about the odd/even rule for knight moves. Great vid💥🔥

[rafaelparreira]

So if it started in a black square it would be possible?

[adamghaddar]

But you can touch every square and end up on the same starting square

[FROSKYX]

But what if it was on black than everything will work?

[metaphoricalonion]

I tried doing that before but I keep forgeting where i was

[ash]

It’s the cheeky look up at the end for me hha

[lukasnohejl]

I think it would take 63 jumps so it would be possible (board has 64 squares INCLUDING the one knight is staying on)

[daishou]

Now i can invent world peace. Thank you.

[BenG]

I was wondering about chess and how math works in it 👍