Linear Algebra | Minimal Polynomial and Diagonalizability in One Shot by GP Sir

Linear Algebra | Minimal Polynomial and Diagonalizability in One Shot by GP Sir
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Dr.Gajendra Purohit

[gajendrapurohit-GATE-NET-JAM]

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[soorajgupta]

Sir, your way of teaching is amazing and very elaborating.

[VINODSHARMA-crrn]

Very nice Sir aaj clr ho gya h diagonalizable

[shitalzadbuke]

Sir great 👍👏👏, because of your lecture we quick understand concept🙏🙏🙏🙏

[dileepgupta]

Thankyou so much sir please continue this video

[diwakarmishra]

Content is excellent ❤❤ Most thanks you Sir.ji.

[AbhishekKashyap-kkqv]

Sir GM is not rank of (A-lemda I ) it's formula will be n- rank (A- lemda I).

[BhartiBainsla-eb]

True definition of guru fits on you sir, thanku for your valuable efforts 🙏🏻

[ritikbansal]

Yes sir aap sahi kahe rahe hai yeh short notes hi hai sir thanks a lot

[vaishalibalapure]

Awesome concept and questions are teaches in that video 😍 Thanku so much sir ❤️

[OpPhilo]

Thank you very much sir. Aaj Jake Diagonalizable samajh aa gaya. Sall bhar se samajh nahi aa raha tha. Aaj Jake samajh aaya.

[dileepgupta]

Sir please continue this class 🎉 thankyou so much this video is very helpful 😊

[alokpani]

Sir characteristics equation me irreducible polynomial ayega to kya karna hai. wo hamesa minimal polynomial hoga kya?

[gunjanrajput]

Thanku so much sir ur videos are always very helpful

[srivalli]

Sir could you pls tell me the GM of 2x2 matrix A=[1 1: 1 1] ...i directly say AM of lambda =1 is 1 so GM also 1 but when I check in [A-I] I got [ 0 1: 1 0] i don't know how to check

[dronamrajuchanda]

thank you sir .bahuth bahuth sundar class .