How to find the Eigenvalues of a 3x3 Matrix

Learn the steps on how to find the eigenvalues of a 3x3 matrix.

[@swank0808]

bro is giving lectures from heaven

[@imawaale]

fr i just noticed the birds chirping

[@vaibhavsrivastva1253]

It is rare to find a channel on KZbin whose owner respects your time. +1

[@jasonzhang1377]

this is straight to the point and i get it straight away. thanks

[@Jenisrichard]

Honestly mate, thank you.Great video. Quick and to the point unlike other tutorials on youtube.

[@hannahdo980]

I like the background sound - very peaceful.

[@kareemmohamed17]

Sound quality was a bit poor, but the content was simple and straight to the point. I needed a concise and quick video. I can't afford to sit through long videos. Thank you for the help. I fully understand it now!

[@Joe-bc9nv]

stfu and just say thank you.

[@Danieljohnson-sh7iq]

Just Appreciate and dont complain... or better, get him a better sound system, we should learn to appreciate. thank you

[@Danieljohnson-sh7iq]

thank you so much bro, this video helped me in getting 83% in my LA course

[@GuckenKaiser]

In Schwaben hättest du 100% bekommen.

[@goforward684]

just all what I need in a 5 minutes video

[@noxianguy4793]

keep on with the series of matrices sir. Easy to understand .

[@Arda.Bekoglu]

That's it. This is a content. Thank you.

[@agmv3819]

The most G explanation brav

[@SherazRajpoot-tx9fp]

Simplest way to find eigen value on youtube 😍

[@yasminekim4523]

thanx a lot~ saved me lots of time!

[@Arjun-lt7ev]

bro be lecturing from heaven

[@TheContentCrafters]

Thanks for the video is short and simple just what I needed ❤

[@danielmoss7133]

so helpful! thank you so much!

[@newday8074]

Thank you a lot

[@kimiaradmanesh3308]

Thank you

[@tahafakhari8317]

god bless you and your family

[@jordanbagambe8642]

So what would the corresponding eigenvectors be

[@helenap1403]

super video, thank you :)

[@gersondiaz2451]

Bro is chilling rn

[@awusacollins]

Very helpful bro

[@huzefahabib9950]

Such a helpful thanks

[@kaybe3044]

Thank you so much.

[@aloktiwari767]

I likes it bcoz you have simply done it

[@NthabeMoh]

Thank you soo much 🤗🤗

[@Dhaif_El-Jaber]

many 😀thanks

[@chemicalvideobee2993]

i was having issues finding the determinant but thank you

[@abosedeaderibigbe1531]

Can this method and way of solving be applied to similar questions?

[@YouhanY]

awesome !

[@vaibhavsharma9691]

Thanks 😊

[@jayayedla273]

Thank you bro

[@maazbandi6686]

Thank you a very ver lot of sir

[@naw6019]

Why is it 2 and not -2 at the very end? cheers and great vid

[@reidebden78]

it is supposed to be -2

[@kapursingbhatra6945]

Thanks you sir

[@Hayakawa4u]

I don't understand how he factorized at all.

[@ronnies.3440]

Can’t you transform matrix A to an upper or lower triangular matrix and take its diagonal entries for the eigenvalues lambda?

[@abaadiha2154]

thnx broooo

[@RenisonPereira007]

Thanks

[@rye-bread5236]

1:56 why do you add (-2) and not subtract?

[@ggg17ggg17]

the formula has you subtract the 2nd term which 1 and add the third term of the matrix in this case -2. its weird but i got confused at first too. just look up the formulas online

[@kashif2309]

why can't we solve this through characteristic equation?

[@tejashweruthaman9194]

So eigen matrices

[@aziz-due]

Wow❤

[@deemasafwan3493]

10/10

[@NtuiJackson]

Not bad 🤔🤔

[@imdarshanh08]

Watching in 2024

[@MRAXELGRINDER]

niceeeee

[@tsenamnamgyal7696]

good1 but i think u got cold ...

[@jihyorahman3902]

It is not - (-2) = 2??

[@ammarhmarontiktok]

nah it alternates +,-,+

[@davendrabedwal830]

Is this cayley Hamilton det A-lambdaI

[@PokeShadow77]

accidentally asmr

[@bmariani52]

Too many 0's. Useless example

[@yelirlibris5758]

Thanks so much

[@nyrron9006]

Thank you