Linear Algebra 20: Powers of a matrix using the Cayley-Hamilton theorem (Ch9 Pr5a)

[@jrt6722]

Can anyone please teach me why he knows the eigenvalues without computing

[@LukeFlavel]

It's been 4 years, are you, uh... still interested in knowing?

[@parameswarankrct7229]

Easy to understand. Thank you sir

[@minuteproducts]

You remind me of Arnold Schwarzenegger...
btw...nice explanation.. thank you ☺😊👍👌

[@Confusedalien1133]

lol

[@firebirdmedia5742]

I don’t see it

[@ArseniiTrofimov]

1:45 how do you know that the last eigenvalue is 3?

[@LukeFlavel]

Because the sum of the eigenvalues is equal to the trace of the matrix (the sum of a matrix's diagonal components, which in this case is 2+1+1)

[@villagetour575]

Waaaa....କାଏନ୍ ଭଣା ଭଣୁଛ୍ହୁ ରେ

[@oldfartrick]

Absolute gold

[@souvikroy1299]

Thank you sir actually i just knew the definition of c.h. theorem and i was looking to find a power 100....
You showed how to find a power 5 and thats enough....
Thanks sir a lot☺☺😀😁😁😄😄😄

[@rashwanmohamed4545]

and how to get the power of 100 please doing iterations ?

[@whitesaladchips]

@@rashwanmohamed4545 Diagonalise if its 2X2 matrix, its easier just take power of the eigen values and p inverse and p matrix.

[@rashwanmohamed4545]

@@whitesaladchips
Thanks... I forget everything 😅

[@censusamongus]

thank you so so much!

[@Ajay-nb3qm]

How to proof, 100 power of F

[@ik_2026]

Good explanation

[@cesarvb1452]

Nice, thanks!

[@shiwanshkumarthakur202]

Thanks it helped me a lot.

[@shoumikdebnath9142]

Thank you

[@meandev2422]

I like it ,
english to ham jyada achi bolte hai aangrejo se

[@meandev2422]

oooooooooooooooooooo
hindi me hi sahi hai ye to bda complicated lag rha hai