Matrix and Their Properties | Eigen Values & Eigen Vectors of Matrix | MSQs Series by Gp sir

[@pradeepgupta4768]

thnku ..sir. ji..for this series......it is very helpful for every student..❤❤❤

[@Rakeshkumar-jf4ty]

Key points are outstanding sir 🙏 🙏 🙏

[@anjaligautam1144]

Option A is correct answer 👍👍
Thank you so much sir very helpful video 🙏🙏🔥🤗

[@souvikgiri4616]

Option A correct✅✅
Thank you sir 🙏🙏🙏🙏

[@shibaniamchi8809]

Option (A ) is correct.
Thank you so much Sir . It is helping us a lot. 🤗

[@YSKatoch108]

No words are enough to complement U sir
Thanks 😊😊😊✌️✌️👌🐦

[@yogiyogi7811]

Thank you sir , option A is correct answer

[@ujjalkumarmondal490]

Thanks sir . You are my inspiration.
LOVE YOU SIR 😍 💗

[@seemarajpoot7855]

A is correct

[@mathematicsclassesbyrkshar8993]

Very very important video ❤❤❤❤❤

[@sushreesangitamohapatra527]

Thank u guruji

[@chandankumargupta8174]

A is right option sir

[@bikashdutta2585]

Very good explanation of sir

[@Pooja07137]

A correct ... thanks you so much sir

[@latasewag5543]

Opt a
Thankuuu so much sir ji 🥰

[@karishmamaurya1702]

Option A sir and thank you so much sir

[@Mahashree-c6v]

Thank you sir most helpful lectures

[@rajasamo4901]

Thank you sir. Love from Pakistan❤

[@mukulkumarkumar1400]

Options A

[@ajeetpal386]

A is currect
Thank you so much sir

[@dipikayadav3134]

A is correct answer 🙏🙏🙏

[@dronamrajuchanda3262]

ans A thank you sir

[@monikasarswan1092]

Very nice sir 👍

[@dineshjjjjjjjjjtttt5251]

Option a correct
Thanks you so much sir very helpful video

[@alimurtaza677]

Thank you sir

[@ranitiwari2239]

Thank you so much sir and A is correct answer time 1 second

[@Rakeshkumar-jf4ty]

Option A is correct..

[@swapanakotoju5522]

Thank you sir🙏. Ans:A

[@Ashishyadav-id9zb]

Thanks sir 🙏🙏🙏

[@ankitakaushik5478]

Sir vector space ke bhi short trik vedio upload kijiye na ....

[@B22D22]

Sir please start 2d geometry with starting

[@aamirjamal7659]

A is correct 💯

[@farheenkhan4159]

sir pls upload short trick videos on real analysis

[@BISWAJITDAS-oy3pj]

A is the correct answer.

[@mohammadamir6683]

A option is correct

[@ShravanKumar-lm2eq]

Option 'a' is correct

[@barnalipaul7707]

Option a ans. Time taken 2 sec sir

[@sanjeetpandit2124]

A is a correct answer

[@shivanipanwar8934]

Thank you sir, option A is correct 😊

[@39liyakatansari97]

Only A correct

[@shailysinha1828]

option a is correct

[@pradeepgupta4768]

A is correct

[@DayanandPyati]

A is correct

[@zebanaaz3839]

Option A sir

[@ramlakhan242]

Option a is correct answer

[@pushpendrasinghmeena6551]

Option a is right

[@shraddhadubey7091]

Option ( a ) ....

[@reena1368]

Jab determinant 0 ho jayega tho or eigen value kaise posible hogi

[@manikmaji7284]

Option A

[@UmeshYadav-tg3tl]

A✔️

[@SKREJAULHASSAN]

Ans A

[@devgupta494]

Sir please 3 d geometry padha dije
Conicoid se

[@prasannabatchu3152]

Only a is true

[@Mahashree-c6v]

A is correct in 5 sec

[@zuhakhalid3139]

A option

[@comradebygupta3611]

Only 1 is right

[@jineshjain5694]

option a

[@bestgadget.]

A is truu

[@5Stars49]

A

[@renukachandrakar5348]

I DONE MY BETECH ON ELECTRICAL AND ELECTRONICS . BIOTECHNOLOGY ME EXAM KO ATTEND
KAR SAKTI HU KYA SIR?

[@raghvendrar2676]

Opt A

[@vikasmehta8027]

A ans

[@souvikchakraborty4879]

A

[@mdhar7825]

In Q no.4. 2, -1 not necessarily be eigenvalues of M if the other condition has not been given, so need to explain it properly

[@ankitkumardip90]

CALEY HAMILTON THEORM - EVERY SQUARE MATRIX SATISFY HIS CHARACTERISTICS EQUATIONS ...
So value of lambda's are eigen value

[@mdhar7825]

@@ankitkumardip90 the characteristics equation of identity matrix is (x-1)^3=0, but it satisfies (x-1)^2(x-2)=0 as well, and then by your logic, 2 also must be an eigen value of identity matrix, which is not possible

[@ankitkumardip90]

@@mdhar7825 you are wrong ... You are going reversely... Sufficient condition is not true

[@ankitkumardip90]

@@mdhar7825 (x-1)^3 ko jo jo satisfy karenge wahi unka eigen value honge ...

[@mdhar7825]

@@ankitkumardip90 in question where is it been mentioned that this is the characteristics equation of the matrix, you can't assume on your own

[@hrushikeshputel2760]

Aaa

[@maheshindian61]

Sir iska answer A h

[@lallitarajawat6009]

A,c

[@YSKatoch108]

A is correct

[@asgarmandal8112]

Option A is correct

[@SonuSonu-wb1ww]

A is the correct answer

[@abmath...8460]

Option a is correct

[@kishankumarbharadwaj9955]

Option A is correct answer

[@satpaul4898]

Option A

[@bibhurawat8167]

A

[@maryamtabassum2388]

A

[@dipikayadav3134]

Option A is correct

[@dhananjaytudu6864]

A is the correct answer

[@gayathrigayathri8553]

A is correct

[@gunasundariguna6733]

A

[@alimurtaza677]

A

[@SatendraYadav-qg5if]

Option A is correct

[@debashislenka8160]

A

[@sam_editz7386]

A

[@vandanarahangdale4961]

Option A is correct

[@Stsgd4]

A

[@sushreesangitamohapatra527]

Option A is correct

[@supriyarani2645]

A

[@bittuchandra6141]

A

[@soubhikdutta7738]

A

[@harmanpreetaps9660]

A

[@umeshsahoo1332]

A

[@l.t.coaching2478]

A

[@viveksoni014]

A

[@gayathrigayathri8553]

A