Eigen Values and Eigen Vectors in HINDI { 2024} | Matrices
HTML-код
- Опубликовано: 2 фев 2019
- This video demonstrates the basics of Matrices .
After watching this video you would be able to solve initial numericals from this topic , you should consider the tricks shown in the video while solving every problem related to this chapter as every video of this topic is interelated to other .
subscribe and press the bell icon for latest updates. 
Хобби
Steps to find answers using calculator - ruclips.net/video/heDA3rW3gg8/видео.html
Sir plz reply me apny jo equations bnai 9:34 py usme agr hmry pas esa matrix ho jisme ksii na kisi row me zero ara ho add sub kr k to phr hm kia krin ??plzzz reply me
Sir I'm very happy sir
Sir esh video dekhne ke baad to Mera pura clear ho gya hain
@@mashe53 us row ko chhod kar dusre row se kaam kar lena bhai, waise sir bata dete to jyada achchha hota
Yeh to 3x3 ke liye hua? How to do the equation of lambda for higher order?
It's 12:38 am and today is my Mathematics exam at 2 pm. This is the first time I'm learning this topic.
Litterly same...🥂😂
Ya same here
Which college bro ?
Same here
@@ankitsharma2492 good luck bro!
Hello batmans 💀 all the best for your tomorrow's exam 👍
Exam in 1 hour😂
😂😂
Exam in 2.5 hour
🗿
Thanks😂❤
Others make it look too long and hard but you are the guy who comes in the scene when public is hopeless.... Thanks alot
Who r watching this in 2024
I,m watching this vedio in 2024
Me
Me bro kal exam he😅 3 april k o
✋
Can you tell me from where the 1 2 3 values come from?
Sur just went straight into the topic without any introduction. This is how straight teaching should be. Props and subbed.
Hey Thanks !
I also
How to find lambda
sir*
to find the λ, take (λ-3) as common term[NOTE: can take {(λ-2) or (λ-1)} but process is kinda long so better to take (λ-3)] and divide it with the eqtⁿ: λ³-6λ²+11λ-6. After dividing, you'll get the quotient as: λ²-3λ+2 and split this eqtⁿ further to get the other two λ values
Watching just before exam 😂
Same
Where did he get the the 6 in 6:43
@@kemikszabdol6738 from tik tok
U failed right....?
@@shortsbyA1Gaming mujra
Its 3:39 am here, I have my exam at 9:15am. Thanks for this nice explanation :)
No Digital board, no black, white, green boards, just paper pen. Crystal Clear Concept. Thank You Sir.🙏🛐
this is what interests me...no crap introduction..right on solving from the first and explainging easy steps...SUBSCRIBED
How to find lambda
@@ultra6931 find roots
@@mohithgowda4455 What do you mean by roots. How to find it? it is written directly
@@rohaitshamnani5446 by equating it to zero
you don't know sir how gratefully you helped many of struggling students
really appreciated ,your teaching style is just fabulous 👍👍
It's my pleasure
@@LetSolveIt finding characteristic was very deficult for me but now I can find char. Eq. With in seconds credit goes to U man thank you so much ❤️🥰🙌
@@LetSolveIt sir how to find roots ??
Im learning this topic first time and tomorrow is my exam all thanks to you ❤️
I've never seen this great teaching technique with so much simplicity
Bhai same here, mera toh differential equation aur partial differentiation bhi chuda hua hai, matrices aur definite integration hi pas karayengi😅
How to find 1.2.3
Mee tooo.. ❤
It's a very nice way to find eigen vectors otherwise the bookish techniques were too much confusing. Thanks a lot sir!!
It's 10:45am and my semester exam is at 2pm today and I am learning this topic first time.. 🥇
FINALLY U BECAME MEN
I'm here to say Thank you, I saw a troll about RUclips classes and I subscribed to this channel.. I studied 2 modules from RUclips and 2 modules from notebook and I passed my exam.... Your tricks was helpful and your shortcuts helped me a lot during exam .. Thank you very much and add more portion... It will help students... Once again thank you
I don't know hindi but I understand your Hindi haha... Please provide subtitles it will help other students
Great to hear! , Thankyou for the support .
Saxi gril 😘😘
Bahut hi gazab ... Not even a single word wasted .. everything so crisp and lucid 👏👏
Thanks for easily explaining 👍 now I will never forgot this technique
(Comment only for lem=1): when lem =1, [4,3,2] is not the only eigen vector, there can be other vectors as well depending on the value of x_3, please clarify if I am not wrong. Regards.
For the value of 3 __ vectors are 2 1 1. ( In column form)
Thanks for confirmation 😉
Yes this is the right anser
I got 4,2,2
@@mariyam855 simplify it
i got 2 9 1
today is my Mathematics exam at 12 pm. This is the first time I'm learning this topic and i got this concept deeply. bundle of thanks sir. Love from pakistan
Just came here to learn eigen vectors... And I finally get it ... Thanks
your speech is very CLEAR and UNDERSTOODABLE.
it helps me.
thank you.
UNDERSTOODABLE ?? We have a new word in English !! 😂😂😂
Billionaire can make new word 😊😊😊
Yeh to 3x3 ke liye hua? How to do the equation of lambda for higher order?
The very simplest way to approach questions of EIGEN VALUES AND EIGEN VECTORS....
ONE OF THE AMAZING TRICK....😊😊😊
Yeh to 3x3 ke liye hua? How to do the equation of lambda for higher order?
Legends watching 1 hour before exam... 😁🥱😅
Tomorrow is maths exam and currently i am watching this video I am b tech cse student but twist is i am percueing b tech with biology 🌚😭😭 in my +2
Bravo, amazingly explained!😊
watching this vid exactly after 2 years lol
today I have exam at 3 pm, watching just now, lol
@@gautambhagat5156 good luck bro
@@gautambhagat5156 i'm giving my exam and watching this in b/w it 😎 😂
@@dheerajsharma2036 thug life😂😂
😂😂 me 2
Sir how u got the lamda values (1,2,3) ??? Plzz explain it again
Random values dalke dekho 1 2 3 ese karke agar fit karke equation 0 hojai to 3 values ajaigi
jo solve ni ho pata wahiii skip kar diya inhone...😢
Sir lemda =1.2.3kaise aaya
It's very helpful for my exam i struggled a lot for this problem but you explained very easily thank you
Really thanks really really... Kindy track all the chapters covering all the topics by such tricks. Hope u be there earlier.
Thanks a lot sir.
Fantastic way of explaining you save my life thanks a lot☺️☺️☺️☺️☺️
Really good sir , was very smooth and explanation was easier to understand than those college professors .
Thankyou sir, for the trick . It is helpful.
Wonderful,helped me out alot.👍🏻
Sir I like your straight forward teaching without the intro or anything 😂❤…subscribed
I have my M3 sem exam day after tomorrow and i am hear watching the eigen values and eigen vectors for the first time.. This is one of the best class in M3 i have ever heard. Thank you for explaining it in detail. It is going to help me a lot....
Kaisa Gaya paper
!!
@@Solitary_trader47 j$
Making the step 3 eq from step2 will be more time conserving btw nice explanation 😊
Tnx for this it's really awesome
Ur explanation was so nice Sir.... 😊I got full clarity about this topic
Highly simplifed and time saving bro than k u
you're welcome
Awesome video sir.. thankyou so much 🙏🏻😊
Thankyou very much for the great explaination.understood each and every step 👌.
Roots jo nikly hay lamda =1 2 3 yey kaise nikhly hay bahii saab
It's 3.44 am and today at 7 am is my physical chemistry paper...i'm learning this now as It's said to be most imp topic🤷♀️
Physical chemistry me ye bhi ata👀 mai to maths ke liye pdhne aya tha😂
Bro😂 that’s quantum chemistry eigen values of waves not this lmaooooo😂
Thankyou so much sir...finally got it and saved time...🙏
VERY GOOD SIR , GREATLY EXPLAINED.....
This is what i was looking for. 1000 likes for you
Today I had a surprise quiz of Multivariable Control and the question involved calculating eigen vectors, and I totally messed it up. Very nicely presented, I have literally saved it in my playlist. Now I am never gonna get stuck at this part, thankyou sir.....
😭 protect this person at all costs.
Kl mera re appear h n aaj ye shuru kra.
You are just the best sir
Cant thank you enough
I understand each and everything thank you sir❤
then tell me how to find roots of lambda
Very well explained!
Kal hmne aapki video dekhi or ye topic phli baar pda...aaj paper deke aaye or 80% paper isi video ki help se kiya....thank. To u....ese hi video bnate raho...taki hmm pass ho ske
Most easiest method
its 4:53 am, i have an exam at 9 and you just covered my whole topic
ThankYou!
Sir please can u upload videos for the remaining topics of m-1..
Like maclauren series nd,taylor series,half range series and etc..??
If we had to find eigenvalue for 2x2 matrix.. will there be any change in step 3?
Bro literally i solve my doubt 👍🏻
Tysm bruh ❤️
Sir please make the whole series of matrix, vector space, linear transformatio. Sir your videos are very useful
Really helpful....sir u clearly exlpained it! Thanks sir!!
Sir apni lamda values =1 2 3 yey kaise nikly hay lamda values plz understand me
Please upload videos on complex integration as well.
Your videos are amazing
omg this is such a helpful video, i really cant thank you enough, you're so good at explaining everything its better than the other vids i have watched THANK YOU SO MUCH
Thank you Sir It's very helpful for all students
Really it's help me alot, Sir.
Sir it's toooo helpful Tnqq so much
X³ will be = 2, 1, 1 🥰
Thanks sir 😄
Mera bhi yahi aa raha hai
@@uditgaming5969 mera bi bro
Mra be
Seeing this video 5 hours before exam 😂
You give a short cut technique on step 3 is very good
But whats about 2×2 or 4×4 matrix
Is there any shortcut or we just expand them as normal
Straight teaching literally to the point, loved it
hi sorry to bother, are the eingenvalues actually correct here? a website gave me different, irrational values
@@shajiratulyaqueen what's values did you get for eigenvalues?
Bahut hi badhiya salute from me.
So helpful and easy sir😊
Matrices Bhut Sandar padati ho Sir G Like Toko
Sir I was really struggling on Eigenvalues ..thank you for making it so clear❤
Dear can you plz help me ?
I didn't get the last step of eigen values
Thank you so much. This saved me a lot of pain. Please keep on making helpful videos like this
Glad it helped!
@@LetSolveIt is this is for engineering mathematics
Bhaiya your video really helped a lot.
I still couldn't get how to find Eigen values, why sir did short step 😢
By using synthetic division..its simple learn it
Yeh to 3x3 ke liye hua? How to do the equation of lambda for higher order?
A-lemda I =
Well Explained sir! Thanks to you!😃
They are cover this topic in 3-4hours videos.. But you are in 16min..True legend bro.. Keep it up❤
Thank you so much. helped me alot. AVADH UNI faizabad b.sc 2nd year maths 1st paper
By using Cramer's rule we r finding vectors so if I get X1=0, X2=0, X3=0 then how to find vectors
use echelon form
When to use echelon
jagapathi babu it can be used in any case but then it must be used when you have repeated lambda values
In scientific calci, choose mode setup then 5 i.e. equation then choose 4 . Then you will get your answer
By elementary row transformation
It's 8:20 am and today is my mathematics exam at 11:30am. And i am learning this topic today for the first time.
Superb lecture ekdum mst smjh Aya 👌🙏
This video is amazing and so helpful for me as I'm having my maths exam tmrrw.
Thnx a lot👍🏻👍🏻👍🏻
Op
Good job sir nice nd ur explain pattern is so good sir thank s sir nice
Thank you sir u are solving my doubt
It's 10:41pm and tommrow is my Mathematics exam at 1 pm. This is the first time I'm learning this topic.
105
Sir does it is applicable to solve acc. To these method in rgpv paper??
Nice sir bahut badhiya samajh me aarha hai
Buhat alaaa sir g great method 🎉
It was very helpful. Thank you Sir.
Most welcome!
It's 5:31am,I am having my exam at 9:30am,and I am watching it now😂😂 LoL
Lol
Same here 😂
Same😂
Mee too
its 1:42 am and exam on 9:30 am. didn't even know that i had that exam until few hours ago.
Please give more videos related with Engineering Mathematics 2
really sir .........this is amazing lecture.......everything is crystal clear😇😇😇
Thank u so much you make it easy for us God bless you !❤️
Happy to help
Thank 's sir very helfful lecture.
i like this damn, thats dope nd easy! wud be great if it had english subtitles
Yupp
Sad bruh
Yeah
Scott O Makholwa
Eigenvalues of 3x3 Matrix: A level Further Maths
@@indra535 so sad
There is an easier way to find the eigenvalues
A = [[8,-8,-2],[4,-3,-2],[3,-4,1]]
Use this formula
|A - λI| = 0
where A is the matrix, λ is the eigenvalue and I is the identity matrix.
Expanding the determinant, we get:
(8 - λ)(-3 - λ)(1 - λ) + 8(-2)(3) + (-2)(4)(-4) - (-2)(-3)(-2) - 8(4)(1) - (1 - λ)(-4)(-8) = 0
Simplifying the above equation, we get:
-λ^3 + 6λ^2 - 11λ + 6 = 0
Using factorization, we can write:
-(λ - 1)(λ - 2)(λ - 3) = 0
Thus, the eigenvalues of the given matrix are λ1 = 1, λ2 = 2 and λ3 = 3.
Well written, well written, but what was the need to make so much effort?
@@physicsinshort To help to people 🙂
Root kaise find kiye ho??
Ye Kese expand Kia h na row vise h na colume wise😕
Thanks
Sir bahut accha explain krte hai aap 1st time mai hi samj aa gya thankyou so much 👍👍
You should tell why you are taking det = 0. Becase [a - lambda I] is a singular matrix since X cannot be zero. And det of singular matrix is 0. Then you are a good teacher!!. I told you because you were better than other indian teachers in youtube and there is hope
I strongly recommend 3Blue1Brown videos for exactly knowing the topic.
Is this method is only applicable to 3 by 3 matrix?
if not then, kindly explain step 3 formula, in general terms for every matrix
Decrease the lemda power according to Matrix and it's only for square matrix....
Thanku sir u are the best. This vdo is more useful for me so sir please come over new video about the matrices and also come over the short trick of how we solve this type of question very easily..
Legend !! Ur really pure master class I....... 👏