thanks a lot sir jee...Sir your work is really tremendous. We are learning actually how to deal with such complicated and lengthy Question. and your words... "I think this is easy....very simple ...again very very simple " motivate for solving any problems and truely we are learning alot . Forgive me if I forget to like your videos . god bless you sir Jee.
@shifakhanam62987 ай бұрын
At 32:22, option (c) GM (of eigen value 3) is 2 which is equal to the AM of eigen value 3. So that it is diagonasible. Therefore option a is the true only
@rrrohitkumarrr8 ай бұрын
at 18:45 it must be 9-9 not 9-6 for A²-3A .. and 3rd eigen value will become zero.... which will give det(A²-3A) = 0 .°. option c only correct.
@shifakhanam62987 ай бұрын
At 29:12 one eigen value is given 8 so the other eigen value is 1 by using sum of eigen value is trace.... So that option (c) is correct.
@Pari.-10266 ай бұрын
YES YOU R RIGHT
@mystory5438 Жыл бұрын
Thank you so much sir 🙏🙏🙏🙏🙏and I have learnt some new concepts from this video.
@RanjangamingYT74772 ай бұрын
18:52 C only correct option
@RanjangamingYT74772 ай бұрын
Sir please diagonalizable chapter aalag se video Kara dijiye
@RanjangamingYT74772 ай бұрын
32:49 please correct this A option correct ha
@professorragavan97835 ай бұрын
Thank you sir
@rahulyadav-bp6vv Жыл бұрын
Thanku so much sir🙏🙏🙏🙏🙏
@savitrikuldeep Жыл бұрын
Sir linear algebra ka sare topic kara dijiye question please
@SatishKumar-zd9bt Жыл бұрын
In 3rd question if we take scalar matrix with diagonal elements 2 then it's rank also be zero
@SatishKumar-zd9bt Жыл бұрын
Iski rank one hogi ham kaise kh skte h
@prabhadhatterwal3484 Жыл бұрын
Hn scalar matrix 2×2 with eigen value 2 then rank( A-2l) is zero
@melodiousprabahini10 ай бұрын
Sir I have a question (at 3.39 minute). Rank of (A-2I) =0 ho sakta tha na?