Diagonalization of Matrix | Algebraic Multiplicity & Geometric Multiplicity | MSQs Series by Gp sir

[@amrutaratnaparakhe2300]

Very useful video sir ur greate teacher sir

[@Teacherdiwakarmishra108]

Very useful video for me. Great teaching..most thanks you Sir.ji for updating this video ❤❤❤

[@karthickv7927]

option (A) is correct. Thank u very much sir.

[@visualvibes-ai]

(A) is correct Thankyou sir

[@Rahul-ss8tf]

B, D are correct answer

[@QuickMathsByDK]

Very useful for me 👍

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I'm preparing for du MCA And your videos are very helpful 🙏

[@rajniraj9962]

Thnku sir...BHT help Mila apke video se...thnku u sir.... problems or solve kriye plz sir....

[@Mohitbhatt000]

Thank you sir for making videos

[@deepikabishtrawat8032]

Option A, thank you so much sir

[@prernakumari1431]

Thank you sir for this video

[@dineshjjjjjjjjjtttt5251]

Option a correct Thanks you sir

[@latasewag5543]

Option a .. Thanku sir ji 🥰

[@RajeshParida-cr6op]

Option b and c are correct...❤

[@avsbrothers]

very easy process sir

[@somnathsahu9762]

Option A is correct

[@araywah9374]

Option b is correct

[@souvikgiri4616]

Correct✅ option (A) ..... Thank you🙏🙏🙏🙏 sir

[@yashbharti1539]

C kyu nhi

[@swapnilmore544]

Because C me AM and GM =2 voh equal he isliye tho voh diagonalizable he apne ko not diagnolizable pucha so A is correct sirf vhi not diagnolizable he baaki B, C and D diagnolizable he B me symmetric matrix he and property ke hisaab he every real symmetric matrices is diagnolizable and D me toh Distinct Eigen values he so voh toh he hi diagnalizable and C me tho repeated he but AM =GM =2 he same he isliye voh diagnolizable he according to property

[@koushikpal3445]

Thank you sir

[@sakshi2655]

It's answer should be option b. Am i right?

[@ajeetpal386]

B C currect sir Thank you so much sir

[@Chaloबताओं]

Hello Sir - Can I do double MSc In Same Subject?

[@Satyamstrange]

Only B,C and D , B and D have distinct eigen value so diagonalisable And in c a.m.(3)=g.m.(3). Where as in a a.m.(2) not equal to g.m.(2)

[@AdityaSingh-qn6pi]

Sir In Question number 2 The Ch(x) polynomial of A and C are same. And Minimal polynomial of both have linear multiplicity is 1 so why C is Not diagonalizable ????

[@antimayadav972]

A is correct answer

[@aryanranot]

1000th like

[@mathstaar868]

Sir you are working well on group theory sir please upload writing group in relation presentation

[@AMANYADAV-yw6ft]

A option is correct sir

[@SetExamMathematics]

110 000 020 Is it diagonalizable sir AM=2 GM=1 AM not equals to GM for lamda=0 Is it right sir

[@jha_jeemathsacademy777]

I tab video kha search kare?

[@subhashkumar-ue4rk]

Option A&C are correct 💯

[@prasannabatchu3152]

A and B is true

[@Godgifted29]

Not true pucha h

[@saleemjabedalkhayer4735]

Ans is A

[@asgarmandal8112]

sir option A is correct answer

[@Teacherdiwakarmishra108]

Option _A. In 25 second

[@sasirekha.j1387]

1 and 2 correct answer

[@dronamrajuchanda3262]

ans a thank you sir

[@SKREJAULHASSAN]

Ans A

[@payalswaroop2004]

A and D

[@AmanPandey-ep3we]

A is write answer

[@funfactory463]

It is msq bro. More than 1 correct

[@5Stars49]

A and D

[@danielsamuel1557]

A&C

[@dipikayadav3134]

Option A is correct answer

[@abmath...8460]

Option a is correct

[@himanshutiwari-mo5lm]

Option c is digonilazable

[@babansahani9286]

Plz sir msc math pr video uplod kijiye if possible

[@avnishpaliwal8180]

A

[@Rakeshkumar-jf4ty]

Only A is correct...

[@drsagarphysology]

Option A

[@Tyiuy875]

Options A and B are correct

[@learn_Mathematics828]

option A is correct here

[@Chaloबताओं]

Plz make a video on this sir 👇👇

[@shraddhadubey7091]

A and B

[@barbeithakur4363]

B is symmetric so digonagible

[@venom7086]

Aap CSIR NET ke regards kuch tweet karne wale the sir

[@happinessforever4187]

ABC is the correct

[@Maddy9025]

CSIR net 2021 aptitude ke questions solve kajiye na sir

[@akashkumaryadav107]

Sir 12th ke liye bhi video provide kijiye 🙏🙏🙏🙏🙏🙏

[@satpaul4898]

Option A

[@prasannabatchu3152]

Sir singular matrix is not diagonalizable are not

[@nileshchanda123]

A option

[@mukulkumarkumar1400]

Options A

[@mansurbasha4035]

Sir advance csir net maths book some mistake chapter -6 solved question paper 1uestions

[@superselection6340]

Sir coarse lena hai iit jam ke liyea maths

[@Dearbhanusir]

BCD are diagonal

[@prasannabatchu3152]

Only a is true

[@tofajjulhoque4597]

Sir a option

[@shraddhadubey7091]

Option ( c )

[@vandanarahangdale6673]

Option c is correct This is not diagonalizable Option A is correct

[@yashbharti1539]

A and c hona chahiye

[@sakshi2655]

A and C are diagonalizable because AM is equals to GM?

[@sanchitkumar9050]

A is not diagonalizable as GM of A is 1 but AM is 2 for eigen value 2

[@sakshi2655]

Question m not puch hai

[@shailysinha1828]

option a

[@lallitarajawat6009]

A,d

[@pubgeshorts]

R shortcut bohat marte ho ap

[@satynarayantailor5610]

Sir aapke counted number dijiye

[@rajaneeshkumar771]

A😅

[@yashbharti1539]

C kyu nhi

[@yashbharti1539]

A and c hona chaiye

[@kbsmsandeep]

In opt A.M of 3 is 2 and G.M. is also 2 so diagonalizable, but opt is demanded for not diagonalizable

[@shivaniguryan6103]

Am of 3 is 2 and gm is 1 so option c is not digonalizable

[@Editz-11e]

Option A

[@deepanshiagrawal7766]

A is correct answer

[@ajaybijarniya122]

A

[@A.k.vlogs.958]

Option A

[@debashislenka8160]

A

[@yashbharti1539]

Ckyu nhi

[@Shivi___sharma1819]

Option A

[@frankloveboateng6025]

A

[@bittuchandra6141]

A

[@supriyarani2645]

A

[@ankurkumarsarma4608]

A

[@itsyourvipiiti]

A

[@PoojaLohamrod]

A

[@yashbharti1539]

C kyu nhi

[@snehakhandait4561]

A

[@umeshsahoo1332]

A

[@koushikpal3445]

A

[@yashbharti1539]

Bhai c kyu nhi

[@ashokkumarsethi1788]

A