sir excellent explanation about eigen values and find out root or values from an equation in easy way, thanks for your valuble information to the students. thank you sir
Thank you so much sir I can't explain .....how much your video is helpful for me ..... after few days my internal exams are start nd I can't solve this polynomial type questions thank you so much nd I you read this cmt I request you that you make more videos in this concept
sir please explain the calculation of getting polynomial from determinant of A because i have attempted many times but i am getting little bit difference. waiting for your kind response sir
Sir I attempted solving the matrix equation but I obtained a slightly different result as compared to yours. Could you pls show how you got this characterstic matrix?
I was really suffering to reduce the quadriceps equation . Your explanation made me to understand . With my whole heart I want to say thank you
Welcome
FINALLY.
All the videos I've seen till now seem to skip the part where they actually have to find the EIGEN values!
Thank you
ohh man. Thank you very much. you deserve more appreciation
Thanq
Thank you Sir it saved my time...
Welcome
Hm yr
Boht Acha samjhaya sir AK hi baar m samajh aa gaya
Thanq
The best video on Matrices so far. thank you so much. You saved me. I have an assignment to submit in 2 days time, but was hell for a month
Glad it helped!
Thank you very much sir tomorrow my exam got easier
Welcome
You mean yesterday
What's a teaching technique love you sir from Pakistan
You are one of the best physics teacher in the world 🌎
Thanq
sir excellent explanation about eigen values and find out root or values from an equation in easy way, thanks for your valuble information to the students. thank you sir
Most welcome
This is very helpful video thank you so much
Welcome
You are legend 🙌
You know how students should understand the concept
Very informative excellent work 👌 thanks alot
Welcome
Sir ।। Finally I understand nobody explained like you thankyou so much।। Sir
Char. equation is __--
(-X^3 + 12X^2 -38X + 36 = 0)
(let,X is lemda)
Mera 1 hour gaya or kisika na jaya is liya lik deya😉
Thanq so much for this
Right yrr.... I think video me wrong characteristic equation he
Thank you so much very nice explanation ☺️☺️
Thank you very much sir , myself Biuti, ,,
Thanks you sir for explanation for trick I am real great full so thank you
Most welcome
Sir u r the most coolest person in maths I've ever seen..mthank u so much..jitna thnks kre utna kum hai
So nice of you
you are the better then telugu lecturers
Thanq so much
Absolute Life saver❤
Thanks a lot sir,, your process is very easy & good,so, thank you so much
Welcome
Sir ek bar hamko v polynomial solve kar k bhaj degey sir please
S sir you are Wong
Sahi bhai ham n confusion m hai
Amazing Sir.... Amazing... Your way of teaching is amazing and to the point. thumbs up
Thank you so much sir I can't explain .....how much your video is helpful for me ..... after few days my internal exams are start nd I can't solve this polynomial type questions thank you so much nd I you read this cmt I request you that you make more videos in this concept
Most welcome
Tq sir sach m samajh ni ara tha ki Bina calculator ke kese solve kare eigen vector tq sir apne bhot help Kari 🥺🙏
Thanku sir, it was very helpful method
Itni video me samajh nahi aaya aur is ek video me samajh aa gaya
Thanks Sir
This is very helpful 👌👌
Welcome
Thank you so much sir. You really helped me a lot.
Welcome
Thank you sir your video helps me alot 🙏🙏
Most welcome
Nice sir where were you till now . You are a life saver
Thanq for appreciation
Thank you sir
Great Explanation thank you very much sir 😄
Thanq for appreciation
Please sir
3:50 min ka dekho sir
Such a detailed elaboration
Thankyou!
You're very welcome!
Thnq so much 👏👏
Welcome
Thank you so much sir this method is easier for me
Awsome sir tqq
Thanq
Wow easy explanation❤
Wow sir, amazing method of teaching..
Thanq so much
Thank you so much sir...i was searching this since 1 hour..
You are most welcome
Sir aapne y mehtod bata die sbse ache se 🛐
Thank you so much for making this easier for us.
Awesome 😎.... thank you sir ❤️❤️❤️❤️
Welcome
Very helpful. Thank you
Most welcome
sir please explain the calculation of getting polynomial from determinant of A because i have attempted many times but i am getting little bit difference. waiting for your kind response sir
36 is coming?
You are great sir your explanation is very nice.
Thank you
Oh man what a class.
thank you sir😊
Welcome
Sir u r god 🛐🛐
I am not god just a teacher.. Thank you for appreciation
Sir I attempted solving the matrix equation but I obtained a slightly different result as compared to yours. Could you pls show how you got this characterstic matrix?
same
Sir, your product of eigen values is 32 but determinant is 36 ? can you explain again please......
Your are great teacher😊 thanku sir
Thnku so much sir this vdo helps me a lot to find the characteristics roots thnku once again sir ❤️☺️🤌
Welcome.. You can more concepts from the channel.. All the best
Excellent
This I am finding for
Thanx of lot sir
Most welcome
To Abhishek Yadav
TQ so much sir ❤❤ Ur the best
Thank u sir.....
Welcome
Thanks you so much sir
Welcome
the magic that happened after 3:40 is the thing we students want to learn sir don't skip that
😂
Mene to video hi es ke leye dekhe thi and sir skip that
😂
Great Sir
Thanx a lot
Very very thank you sir ji ❤️❤️
Welcome
Thnaku very much sir, for sharing this
Thanks sir 👌👌
Welcome
What A Explanation Thank You Sir :)
Most welcome!
Tq so much sir .😊
GOOD EXPLANATION SIR
LOVE IT
Thanks for liking
Sir please reply me
Sir reply
Please sir
Sir please reply
Reply sir
Please explain your request so that i can solve it?
Thanks a lots sirr
Lots of love sir ❤️❤️❤️❤️❤️
Thank you so much for your love
Thankyou sir for tricks
Welcome
Thank u sir 😊
So nice of you
Sir please reply
Thank you sir for char.equation
Welcome
Sir ek bar polynomial nikal ligey
Thank u so much sir
Welcome
Tq for this video sir 💛💛💛💛💛💛💛
Welcome
Thanku sir ❤️
Most welcome
THANK YOU SIR❤
Most welcome
Excellent work sir
Thanq
Thak you sir
instead of 36lambda -32 i am getting 38 lambda -36
Mjaa aaa gya🙏
Thanq
Thank you
Welcome
thank you, sir
Thank you sir ☺️🙏
Most welcome
Thank you so........much
Most welcome
Thank u sir❤️🙏🏻
Most welcome
Thankyou Soo much 🙂🤌
Thanks
Thank you sir .
Most welcome
Thankyou sir:)
Most welcome
Sir thanks you mera exam tha muje find karna nhi aa rha apne btaa diya sir 🙏🙏🙏🙏🙏
Most welcome
You are great sir
Thanq
Thnx legend
So nice of you
Love you sir 💖
Thank 🙏 u so much
Welcome
In real value of lemda = (2) ; (7.65) ; (2.35). The sum is = 12 ✌✌