problems on Eigenvalues Eigen vectors||Engineering mathematics
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- čas přidán 10. 11. 2022
- Hi friends,
in this video I solved one more problem on eigenvalues and eigenvectors, please watch till the end without skipping the video, then you will get to know the concept for finding eigenvalues and eigenvectors.
if you have any doubts please comment below.
if you think this video helped you please like share and subscribe to my channel.
thank you 🙏
#eigenvaluesandeigenvectors
#engineringmathematics
#eigenvalues
#eigenvectors
#linearalgebra #btechmathematics #intermaths
such a life saver video for last moments
I have enjoyed this lecture continue.., keep up the good work 👌👍💪
Thanks for this explanation. It helped me greatly.
Quite pellucid and comprehensible expatiation. I like that pace. Bravo!
Good❤
Thanks for the great video
where have you been my whole life?I freaking love you
Chala chala baaga chepparu medam
Thankyou 🙏
nice thank you
Tnx❤❤❤❤❤
Thank you 🙏
So sweet your voice❤
Thank you akka nice explanation TQ so much 🙏🙏🙏🙏🙏🙏
Thankyou 😊
Very nice explanation🙌🏻❣
Thankyou 😊
for lambda = -3 i got a different value when i made y = k3, why is that?
hi mam thanks for simplifying this difficult lesson for me im vincent you make my day
Thankyou 😊
May you normalize those eigen vectors coz the final answers are ambigous
Thank you.😊
Welcome 🙏
Mam! Why you will take
"Z=0" in the eigen vectors in lamda=1
from equations only we got the value of z as zero.
(since, -4Z=0 means, from this equation we will get Z=0)
madam, when a fence is put over a matrix it is to be read as "determinant of " not modulus. Am I correct?
Yes 👍, good observation.😊
1/3 should be coman
Mam your voice is so beautiful ❤️ and your hands also look beautiful
Pash le beta Jo padha Rahi hai hath mat dekh
By the definition of eigen vectors, the eigen vector can't be zero
please solve eigen vector without putting any number 0
Hi harshita, i already solved a problem which you are asking, You can go through this video link
czcams.com/video/C1nG9jbylRw/video.html
Hii darling
Good 👍👍👍👍👍
Orthogonal matrix
Orthogonal matrix
Good 👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍👍
Thankyou 😊
Many CZcamsrs always solve the simple number
In my channel You can find complicated problem too.
Find the eigen vector if eigen value is 0
Just substitute lamda=0 then you will get AX=0 form.
just solve the above equation by same procedure i followed.
czcams.com/video/NSlrJ4GNxMY/video.html
I explained your doubt in this video👆.
the discussions are quite ordinary as if rendered by a novice. can you mention some engineering problems where the eigenvalues value problems are used in practice?
Eigenvalues and eigenvectors allow us to "reduce" a linear operation to separate, simpler, problems. For example, if a
stress is applied to a "plastic" solid, the deformation can be dissected into "principle directions"- those directions in
which the deformation is greatest. Vectors in the principle directions are the eigenvectors and the percentage
deformation in each principle direction is the corresponding eigenvalue.
Eigenvalues are not only used to explain natural occurrences, but also to discover new and better designs for the
future.
If you want more information just go through Google so that you can find many examples.
@@learnmechcourseswithnagamani I know at least one problem: Principal stress in mechanics.
@@learnmechcourseswithnagamani It is principal not principle. Myself was a teacher. The mistakes are pointed out because of the teachers' traits.
🙏🏻🙏🏻🙏🏻
Voice change kriye 🥰 Focus nhi ho rha