51 Most Expected Questions of Linear Algebra (Part-2) | Eigen Values & Eigen Vectors | BYJU'S GATE

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BYJU'S Exam Prep GATE & ESE: EE,EC,IN,CS

BYJU'S Exam Prep GATE & ESE: EE,EC,IN,CS

Күн бұрын

Пікірлер: 22
@BYJUSExamPrepGateEseEEECINCS
@BYJUSExamPrepGateEseEEECINCS 2 жыл бұрын
Subscribe to BYJU’S Exam Prep GATE English channel to get Daily LIVE Classes Notifications: 👉kzbin.info Download the App and Register NOW for Free GATE Content (Limited Offer): 👉 click.gradeup.co/Fqr0/ytGATEEng Join Us on Telegram for session updates: 👉 t.me/BYJUSExamPrepforGATE
@vijaybudumuru341
@vijaybudumuru341 2 жыл бұрын
Sir...the way you are maintaining the quality of your lectures is simply awesome....thank you🙏
@muralikrishnay2734
@muralikrishnay2734 Жыл бұрын
For question 42 we can also use the property 7. One of the Eigan value equals the sum of the row elements.
@dreamer0717
@dreamer0717 2 жыл бұрын
Thank you for wonderful session sir🙏🙏
@BYJUSExamPrepGateEseEEECINCS
@BYJUSExamPrepGateEseEEECINCS 2 жыл бұрын
Thanks a Lot, Dreamer
@srivenkateswara371
@srivenkateswara371 Жыл бұрын
Sir your explanation is excellent.please make some more vedios.thank you so much sir
@BYJUSExamPrepGateEseEEECINCS
@BYJUSExamPrepGateEseEEECINCS Жыл бұрын
Thanks for response
@samxavii8926
@samxavii8926 Ай бұрын
we need more videos sir.... great explanation
@SWAMISWONDERLAND
@SWAMISWONDERLAND 2 жыл бұрын
Thanku so much sir. can you please upload similar videos for other topics too?
@zohebhasan2940
@zohebhasan2940 2 жыл бұрын
Very nice.
@arunkumar-ih1fz
@arunkumar-ih1fz 2 жыл бұрын
Q50 ka answer A hai
@mitaligoyal4760
@mitaligoyal4760 2 жыл бұрын
is there any such video for finance executive
@nandurathod4972
@nandurathod4972 2 жыл бұрын
Q.38? Ans?
@vishalacharya5683
@vishalacharya5683 Жыл бұрын
b
@sabahoda4262
@sabahoda4262 11 ай бұрын
a+b =1 ??
@GateGeeks
@GateGeeks Жыл бұрын
Sir, Is this property no. 16 true: "the number of LI Eigen Vectors of a matrix is equal number of distinct eigen values" I think this is false since I3 has 1,1,1 as its Eigen values but we get convenient vectors as eigen vectors which are LI. Please correct me if i am wrong
@nikitasolanki7974
@nikitasolanki7974 Жыл бұрын
Yes I also think that this property is wrong,like in a Matrix of order 3 with 2 distinct eigenvalues in which one of them is repeating and it is diagonalisable then it will have 3 LI eigenvectors...
@CareerGuideplacementsolution
@CareerGuideplacementsolution 8 ай бұрын
Anyone please tell password for this class pdf
@mamidinaveen6445
@mamidinaveen6445 2 жыл бұрын
Wow . ❤️Loved it . But 35 question ... The k value is 3 .. you wrote that 12 it's lamda value right ?
@muralikrishnay2734
@muralikrishnay2734 Жыл бұрын
Even I have the same doubt bro
@Ganeshkumar-te3ku
@Ganeshkumar-te3ku Жыл бұрын
from where can i get pdf of this class
@BYJUSExamPrepGateEseEEECINCS
@BYJUSExamPrepGateEseEEECINCS Жыл бұрын
t.me/BYJUSexamprep_GATE_EE_EC_Prepara
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