I searched a lot and watched many videos for clearing my doubts regarding to this topic but finally I got this amazing video and I understood all the points..... the way of your teaching is really awesome 🔥🔥 Please continue uploading more and more videos.......Thank you so much 😇
I got more knowledge from this video......so that I almost understand the whole chapter ,(Eigen value ) only from this video . thank you so very much sir.. and please make many more videos for us please......... thank you
I've been through several explinations of this and I had trouble with thecomputation on the eigen vectors last step , I now understand thank you so much...
Good explaination. Sir, i am confused why the online calculators like symbolab, mathway give different value for eigenvectors when lamba = 2 , it gives {1/2,1,0} and {-1/2,0,1}
Does anyone else feel [A - lambda I] solving is easier than... going for... s1 s2 and s3 .... ?🤔 Anyways... great video sir... loved it...thanks a lot 🖤
@6:40 s3=32 So in the char equation it should be -32 (I wrote +32 , by mistake) Also pls note that this error does not affect the eigen values and eigen vectors of this matrix. All answers here are correct.
Sir at the Eigen vectors at first, ur trying to reduce the values of the matrix then u done the row operation then the values at first row u wrote the wrong values R1/2 -1 -1and 1 these are the values but u wrote 1 -1 1 so please check it once, by the way ur teaching is gud😊
And if we put the equation in the calculator we're just getting two lambda values x1 and x2 i.e 2,8 so which value we must take as a repeated eigen value sir I'm just stuck In this can i get a reply? We must just take the small value as repeated one huh sir?
![Inverse of 3*3 Matrix | Solved problem | [3*3]^-1 By Prof. Yogesh Prabhu](/img/n.gif)
6:39 there is an error it should be -32, then you will get roots 2 ,2 and 8.
How sir please show on calculate am confuse here only the rest am good 😢 how you get that 2,2,8
I searched a lot and watched many videos for clearing my doubts regarding to this topic but finally I got this amazing video and I understood all the points..... the way of your teaching is really awesome 🔥🔥 Please continue uploading more and more videos.......Thank you so much 😇
Thanks for your kind words, I am glad these videos helped 😊
I got more knowledge from this video......so that I almost understand the whole chapter ,(Eigen value ) only from this video . thank you so very much sir.. and please make many more videos for us please......... thank you
Many more topics and. Videos coming very soon, pls subscribe and share with friends watsapp group.
azqs
The way he is teaching is outstanding..❤❤❤
I only watch urs videos. Because u use more understandable language.... thank you sir
You are welcome 😊
I've been through several explinations of this and I had trouble with thecomputation on the eigen vectors last step , I now understand thank you so much...
ur problem solving style is amazing
Tqq so much meru chala baga chepparu naku baga artham ayindhi once again thnxs sir💫
Incredibly great teacher 🔥
Wow !! U rock Sir !! Real Gem !
😊🙏
You are teaching much much better than our maths sir. Everything I'm understanding clearly. Thank you are very much sir.
How do I get the eigen root using calculator??
Helped me to gain good marks ....thank you sir....
Good explaination. Sir, i am confused why the online calculators like symbolab, mathway give different value for eigenvectors when lamba = 2 , it gives {1/2,1,0} and {-1/2,0,1}
your style of teaching is great but please add more explations n theory for any topic
bahut accha sikhate hai sir apke channel per hi ata hu padhne
It seems to me their is great learning experience,,by the great teacher
Tomorrow is my exam and your video is a gem. ❤💎
Thanku sir really helpful for me ❤
Good explanation sir. Really interesting. Thank you sir
Sir everything is fine n understood thank u so much for d clear explanation but sir can u plz explain how to get those eigen values????
Thanks!
Tqsm sir
This was very helpful
Superb explanations! but sir I didn't understand time 3:30 S2=minus of diagonal elements u have done many works on it
Thank you so much sir! You're a saviour
Very nice, thank you very much
Thanks for giving information about the eigen values and eigen vectors . The classes very important to the students
Please how do I solve with my calculator to get the eigen value
very nicely explained, Thank you
🔥💯
Good explanation 👌👌
I request you sir, please explain the canonical form of matrix
Hmm, okay noted.
Super explanation ❤️
Only God will bless u 4 me 🙏🙏🙏❤️❤️❤️❤️❤️❤️❤️❤️❤️
Thank you sir. For explaing example
Sir it is -32
came looking for this comment lol was a bit confused but solved it using A-Lambda I = 0 and i got -32. thank you
doesn't matter the answer for eigen vector would still be same
It is useful to me
Sir I'm a huge fan to ur fabulous explanation.. Sir please please make a video on Cayley Hamilton theorem..
Please sir
Can we apply column and row operation together please tell fast
Sir plz upload next video next day 😊
I’ll definitely try to do this,
Sir, please explain Vector space, Subspace, basis and Dimensions...
Does anyone else feel [A - lambda I] solving is easier than... going for... s1 s2 and s3 .... ?🤔
Anyways... great video sir... loved it...thanks a lot 🖤
Trick is better than actual thing
Cuz sometimes im getting error
But while using trick there is no error
Sir can you please say in another method for finding eighen vectors
How was the equation at 7:05 solved to deduce the eigen values? Can anyone please give a step by step explanation?
Use vanishing method
you saved me!!
Welcome 👍
exactly I wish u would have joined our college then I would get out of out in math you saved me sir thank you
Sir can we use Cramer's rule to find the characteristic vectors or eigen vectors
Sir your explanation is good but you done a mistake at S3=32
It's not 32 , it's S3=-32 sir
So please correct it sir
@6:40 s3=32
So in the char equation it should be -32 (I wrote +32 , by mistake)
Also pls note that this error does not affect the eigen values and eigen vectors of this matrix. All answers here are correct.
Tq so much.....sir
Thanks sir
Thank you sir
hlo sir your det A formula is wrong the signs will be + - + but u took all positive please make sure about it once .Thank you
Thankyou
Sir explain caly Hamilton problems
Thanku sir😀
Sir akkada -32 ravala kada sir
There is mistake S3 is -32 not +32 sir
Is it -32 sir?
Where? Don’t think there is any mistake , but let me know if there is one.
Sir, In the general equation it's -S3,
Hence S3=32!
So you give +32 in place of -32,
my doubt is about how could it be or is it u r mistaken sir?
Yes, you are correct , it should have been +32, thanks for informing 👍
Also luckily, still the answer is correct,
Since the sign is different sir, how could it be correct🤔
you put a mistake by solving equation 6.41 sign must be negative but you put positive
❤️❤️
-32
Sir at the Eigen vectors at first, ur trying to reduce the values of the matrix then u done the row operation then the values at first row u wrote the wrong values R1/2 -1 -1and 1 these are the values but u wrote 1 -1 1 so please check it once, by the way ur teaching is gud😊
Eigen value ( 4×4 )
Similar, but slightly more computationally complex, so usually done with calculator, there are many online calculators to find rank.
Thank you sir! but when doing caluculation skip it because viewers are attracted to the video with less duration and more content
Sir I would like to join in whatsapp group sir. Please permit me to join
SIR, I LOVE YOU.
Only 2 Eigen values are coming in calci how to find the remaining value? Pls reply anyone
Calculator gives only 1 value for repeated roots
@@yogeshprabhu-dot-com how to find which one is the repeated one in 2 plz reply sir
@@sjdg6910 use calculator or synthetic division to find roots of cubic equations, or simply do long division to figure it out.
i am confused at the part where he got out the values 2,2,8 can someone help me
Hey, you have to solve the cubic equation to find roots, you can use calculator. That’s how i got lambda values 2,2 ,8
Calculate is not allowed in exam's.
Yes, but many universities and collage let students use calculator,
S3 ki value 32 hai &(-) Diya hai Aapne + liya
Yes there was a small error, but all values are correct and also the answer is correct despite of that error.
Ok sir thanks for replying
Plsss reply sir
Super I want your number sir plzzzzz
Thank you sir
Most welcome, pls share with friends
@@yogeshprabhu-dot-com sir i got a dbt sir? Can you please reply?
And if we put the equation in the calculator we're just getting two lambda values x1 and x2 i.e 2,8 so which value we must take as a repeated eigen value sir I'm just stuck In this can i get a reply? We must just take the small value as repeated one huh sir?
@@vaishnavirao3 its a shortcoming of your calculator because it is showing repeated root only once.
NO, you can't assume small value as repeated one.
Thanks sir.