Sir in diagonalization of matrix if we get 2 eigen values are same then we assume that x2=k1 and x3=k2 and we will find the x1 x2 x3. But in this diagonalization of symmetric matrix we have to find orthogonal vectors. sir please replay how to do that / make a video on it sir please .🥺🥺
Thank you so much for such amazing explanation sir, this is very helpful for me
Thank u. Thanks for Watching Rajesh lekkalu
Thank you so much sir for your exploration
@@DannanaDileep-e1i welcome
Thank uh so much for such amazing explanation. This is really very helpful.
Thank u. Thanks for Watching Rajesh lekkalu
Sir in diagonalization of matrix if we get 2 eigen values are same then we assume that x2=k1 and x3=k2 and we will find the x1 x2 x3. But in this diagonalization of symmetric matrix we have to find orthogonal vectors. sir please replay how to do that / make a video on it sir please .🥺🥺
Superb explanation sir❤️
Thank u. Thanks for Watching Rajesh lekkalu
Sir first case(i) lamda=4 theesukoni cheyocha
Cheyochu. Mee estam
@@rajeshlekkalu1064 ala cheste eigen vectors order change ayindhi ,final answer wrong vachindhi sir
@@Arjun_naidu_18 meru Orthogonal check cheyandi
Sir how can we check whether eigen vectors are orthogonal or not if not given in question
No, mentioned in question paper Orthogonal.
Nice sir.. 🙂
Thank u. Thanks for Watching Rajesh lekkalu
Case 1 x1=x1 radu kada sir
Telugu lo cheppandi anna plzzz
Chaala varaku explanation English lone undhi ardam avvatledhu
Plzzz🥲🥲
K brother.
Tq sir