Part c q.8 give a counter example A=[1] and B=[0] so eigen value of A and B are 1and 0 respectively and option C also says tha if lambda is eigen value of A or B then eigen value of C how can discard option c of by this example
we can associate q5 with quadratic form of matrix. and if it is positive definite. then we chk further i p ... but this matrix is not positive def. so... d is true
In question no. 12 option a, b & d are true. But sir, u r giving responses a, b, c. I am very confused. Other wise every thing is very clear. Please help me
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Excellence sir , super explain sir 👍👍👍
Sir mane apki first time dekhi orr first time sb problems clear ho gyi meri , thank you so much sir
Wow impressive...
Part c q.8 give a counter example A=[1] and B=[0] so eigen value of A and B are 1and 0 respectively and option C also says tha if lambda is eigen value of A or B then eigen value of C how can discard option c of by this example
Absolutely brilliant sir ji
thanx for your appreciation, keep learning well
Nice
Very good explanation of sir🙏🙏🙏
Very good explanation of sir
Thanks a lot. Only in question 12, I need formal proof for options 1), 2) and 3).
Great explanation
we can associate q5 with quadratic form of matrix. and if it is positive definite. then we chk further i p ... but this matrix is not positive def. so... d is true
Sir this video is bad visibility please check once
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In question 10 the 1st 5 columns are li but in ur matrix , u rake the 3rd column as same to 2nd column so not li.
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Nice explain
Thanks a lot sir....pls upload remaining lectures of function of several variable & Radius of convergence 🙏🙏
Soon we will
@@mathematicalPathshala thanks a lot sir for ur response 😊🙏
Thank you sir
Helpful
Thnqq so much sir... Sir plz real nd complex ka Bhi Sol series bnaiye...plzzz
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👍👍👍👍
I did not understand how u created jc form without knowing char polynomial
nice sir...real aur group theroy bh upload kr do
Outstanding sir
thanx for your appreciation, keep learning well
@@mathematicalPathshala sure sir
outstanding explanation.
Thanx for your appreciation, keep learning well
👍
Thank u sir
Here A=1 then why you write lemda 1 and lemda 2
Thanku sir
Thanku sir and upload solution for real analysis like thik...!
Solution of second question is wrong check once correct option should be C
8-d bhi to hoga kyuki metric is symmetric
Plz check counter example of 10 of part c.
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Just awesome!!! sir 🙏
thanx for your appreciation, keep learning well
very helpful! thanks
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Audio kyon nai a rahi mujhe....itni mb laga ke download ki main😕😕😕
In question no. 12 option a, b & d are true. But sir, u r giving responses a, b, c. I am very confused. Other wise every thing is very clear. Please help me
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I know u r awesome 👏👏
Thanx for your appreciation, keep learning well
@@mathematicalPathshala how can I get WhatsApp group number...,??
8218203410
@@mathematicalPathshala thank u sir ... Thank u Dada
Part A 2020 ke question bhi slove kijia
Sir please upload 30 Nov net question answers... TN question paper Sir...
important book for Linear algebra
AR Vashishta (Matrices), Hoffman unze, freidberg, KB Dutta....youo cant afford to miss even a single book
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Thank u sooooo much Sir...
Sir,in last question,whenQ(x,y)=x+y option (b) will be wrong.pls reply sir.is it right
You have to take quadratic form which in form of x^2 and y^2.
x +y is linear not quadratic
@@rakeshkumarsharma9262 tnx
Sir december 2021 ki faundation crash course Kab se start karenge
you can join our full courses, we do not launch crash course for Csir net, download play.google.com/store/apps/details?id=co.lynde.unflv&hl=en_IN for more information
Kab se start karenge December ki course
Sir how can I improve in part c ... I am facing problems in that part .. please guide
be sure in options do not try to guess answers
@@mathematicalPathshala sir how can I contact you ...can you please mention any email Id
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Sir please start lecture for complex analysis.
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The way you read que
Paper looks comparatively easier this time......