i like ur way of teaching..i watch ur classes from this last dec ,ur way of solving gives me confident and i feel easy to clear csir.thank u sir for ur effort...god bless u...
I think some times options tell you the answer...... See the fourth option it can be easily verified..... Also it says that T^3 is invertible and hence T^2= T -I is invertible and T is also invertible.... We know that every linear transformation is matrix transformation and also we know that not every invertible matrix yields only real eigen values......Hence 3rd option is false.... That is it.
Sir please make a video on what topics should we focus more for GATE exam. As I am bit weak in applied maths I can not figure out what topics should I cover at this time when only about 40 days are left. Please help.
great sir, i have some thought regarding option 3. since it satisfy given char. eqn. then minimal polynomial must divide that particular eqn. and as we know that all distinct eigenvalue must be in minimal polynomial. so we can say that, this particular transformation has only two possible eigenvalues which are complex. hence no real eigenvalue.
The way you explain the concept is actually very helpful and hatsoff to your talent sir.
i like ur way of teaching..i watch ur classes from this last dec ,ur way of solving gives me confident and i feel easy to clear csir.thank u sir for ur effort...god bless u...
Thank you very much for watching and appreciating
A very exhaustive and simple explanation of such a complex subject in an enthusiastic way as always.
Thank u
I think some times options tell you the answer......
See the fourth option it can be easily verified..... Also it says that
T^3 is invertible and hence T^2= T -I is invertible and T is also invertible....
We know that every linear transformation is matrix transformation and also we know that not every invertible matrix yields only real eigen values......Hence 3rd option is false.... That is it.
Thankyou so much sir 👍👏👌
Kya sahi logic dete ho sir...thank u so much
Thanks
Thank you sir for your your contribution. It really matters
Thanks
Your explanation excellent sir with concept oriented
Sir thq verry much sir...🙏
Sir now provide solutions of gate real analysis thank you very much sir for your contribution
Very easy way of apppacing the question
Sr Plz uploaded cov
Very good explanation of sir
Great sir
Sir your explanation is good
Your what's app group is exists??
Thank you sir , you are great
0 does not satisfy that equn. then how can u say that 0 is not an eigen value. This equn not char equn. Sir.....plz expand...
I like your explanation.
Sir please make a video on what topics should we focus more for GATE exam. As I am bit weak in applied maths I can not figure out what topics should I cover at this time when only about 40 days are left. Please help.
Sir....I have some doubts regarding linear algebra...when should I clear them???
U are great sir .....but why u are not posting videos from some time ....Ur videos are very helpful ...
Thanks
Nice explanation... Sir please tell me about companion matrix and how to find its eigen value
Sir cov Wale questions bhi solve kijiyeg plzz is Baar unk ansr hi nhi nikl rhe the
Eigen value belongs to field right? sir, here field is R
great sir, i have some thought regarding option 3. since it satisfy given char. eqn. then minimal polynomial must divide that particular eqn. and as we know that all distinct eigenvalue must be in minimal polynomial. so we can say that, this particular transformation has only two possible eigenvalues which are complex. hence no real eigenvalue.
Ok. Very good... Thank you
Why T^2=T - I is characteristic polynomial of T .it may be minimal
In this question as we are saying that it has n e.v. then we can say that any of the n-2 e.v. can include 0?
Thanku sir really
Super sir
Sir number theory ka que bhi hai uska solution batao na pls
Na,b vala
Sir COV ke December wale questions ke sol. Upload kro
sir please solve part B question of linear algebra on orthonormal basis
thnku sir....
Nice explanation sir
Sir 2018 december Ka code c questions 71,77,78,88,84,92,93,102
Sir Eigen values not satisfied option 4
Thanks
Sir code b ka 66 ka ans kya hoga
Tnx sir
Sir topic wise narrate Karen and all important result provide Karen with their example
Ok
Sir, l want to join online test serie of your institute. please tell me how can I do it.thanks sir
Thanks Sr.. Sr calculus of variation ka 2018dec solution Plz upload kreya plz
Ok
Sir please make the videos with clear visible
Plzgo to setting and increase resolution bcozi uploaded HD video
Solve please
Thank you very much sir ❤❤❤❤