Cayley Hamilton Theorem || Inverse of Matrix || Hindi || Engineering Mathematics

[@official_queen847]

Thnku soooooooo much for this becoz tomorrow my exam🙂🙂🙂

[@jangbahadur8635]

Mera bhi h

[@ParthojitKemprai]

ASTU??

[@salikjamadar5988]

Same here

[@rwarriorr0]

kaha se ho

[@Agustus1231]

Same 😂😂

[@arshathahamed9438]

For 3x3 matrices : Use characteristic equation as : (Lambda)^3 - ( sum of diagonal elements ) ( Lambada )^2 + ( Sum of the minors of diagonal elements ) ( Lambada ) - ( Determinant of matrix ) =0 . U will get the characteristic equation quickly and then solve the Eqn to get eigen values

[@Ashishsingh-yy2yp]

Clear video , neat and clean hand writing ,excellent explanation overall superb thanks a lot

[@Ravijha-yy3tf]

Thank you sir, Aapne mera nind jo kharab ho raha tha usko shi kar diya...Good teaching experience sir.Welldone!👍

[@a.kkappdwal2937]

Nice video sir Ye bhut achhi video h or hmko smjh bhi aa gya h. thank you sir thank you sooo much .

[@aishwaripradhan143]

Awesome sir really ek bar me smjh aa gya mujhe...

[@janealamadnan3792]

thanku sir pehle hmko math nhi aata jbse aapse pdhna start kia tbse hm math sikh gye hai . thanku sir

[@hssanjay4673]

Nicely Taught man, I understood properly 👌👌👌

[@saswatmohanty8132]

so underrated channel,u deserve more

[@ahadkhan6630]

Too good i really love the video ap bht he acha smjha tey hai ayese he video daaltey rahiye...😊😊😋😋😋

[@abdul_wasey]

Ausome Explanation Sir .....Really 💟❣❣

[@shreyayadav8067]

Thanku sir aap ne to saare doubt hi clear kar diye 🙏🏻🙏🏻🙏🏻🙏🏻

[@kshitijsinghofficial3337]

Thank you so much for this master piece sir cause today is my exam 🙏🙏🙏

[@mohit.salunkhe]

Bohot bohot dhanyawad aapka..👌🏻 5.30 hours baad ESE hai meri 😎🙏🏻

[@TharadesichoraUP80]

Thankuuu sir kahi smj me nhi aai yaha first time me hi AA gyi

[@dhruvbisht130]

Sir agr -2[I] aaye to isko I =0 prove kr skte h

[@abdul_wasey]

Very Well Sir ....Next Level Explanation .....Thanks a Lot 🐾💭❣

[@choturawat6992]

1 no. video banaya hai bhai

[@sanchitapatel2753]

Clear explanation sir.. Well done 👍❤️

[@secretworld295]

Dil se thanks sir

[@topendrakumar9496]

Sir ji humko iska multiple samjh me no aata hai .to Kya aap multiple thoda exaplan krege kya

[@ankurc]

bahot badiya...thank you pretty clear hogaya solving method

[@realreaper726]

sir i got -L^3+6L^2-9L+4=0. y that sign difference?

[@themangohappy_off]

Bhut Sunder

[@jatinbhimani3242]

Wow sir such a nice video. You are great. Now ,i understand whole topic.😀😀

[@reykr1846]

Nice explanation sir.. very helpful for me..

[@praveensirvi4198]

sir thank you sir.........really its knowedgeble......love you sir

[@doma.likithalikitha6781]

Sir how we get that equation lamda 3 _6 panda square once explain it

[@SSCCGLquotes]

Today is my exam but i understood this very easily.

[@raqeebahmad1548]

thnks alot for clearing my confusion thnksss

[@aayushrathod3320]

thanku so much sir apke karn meko ache n. aa jayege

[@suryakumar4562]

Sir, 9A will be replaced by 5A in polynomial equation

[@pankajwagh2003]

Yes right ❤❤❤❤❤

[@icaniwill4972]

Thank u sir.this is very helpful video for me.....

[@its_shadabalam]

excellent, superb...... no words

[@deepakmandal161]

This same question come in my SyBSC IT unit test exam .Only for 5 marks

[@hashimpathan6091]

Bohot hard bhai ❤maza agaya

[@thirumalavenkateswararaobh8163]

How to solve the polynomial bhaiya....

[@mrvaghasiya9281]

Nice example by theorem

[@avanishpathak7672]

characterstic equation ko kaise solve karke equation banaya wo to batate sir ki koram pura kar diye

[@asifkareem15]

Very good...and awesome explanation

[@dyutimankadraka5023]

Why are we getting 4i in the polynomial equation?

[@devanandsingh3837]

Bahut achi video h sir

[@rishabhmishra8690]

Sir determinants ko solve kr ke to btayege aap ne to direct characteristics equation bna di bt vo kaose nni ye nhi btaya

[@shahramchan]

Thank You, Keep up the good work!

[@ashmitabandyopadhyay1946]

If the identity matrix is not present then can we find the inverse ?

[@tarakkora403]

good explanation. I understood properly

[@RajaSingh-ob1od]

Thank you Thank you......... very much

[@zeenatparwezkhan9682]

[1 3 7 ] [4 2 3] [1 2 1] Verify the cayley Hamilton theorem end find the inverse of the matrix. Sir plz is question ko solve karke dijiye answer hi nai aara hai

[@gainknowledgeit9723]

Thanks Sir, buy my babes is very weak , So understand to me then do something deeply

[@raghunandanmahato954]

Thank you so much it's very helpful for me

[@fisalazmi531]

Sr g jo asan examples hoti hai wo aap sb kr lete hai jo aasani se nhi aata wo hamare liye chor dete hai

[@parveshvarmabhupatiraju7883]

Super thanks for solving easy way sir😀

[@mathslearningpoint]

excellent sir....

[@venkat415]

Thank you so much sir put more videos on m1

[@vaishukhadgave1898]

Good explanation

[@AyushSingh-hq4jd]

thanks a lot sir , it helped me a lot!!!!!!111

[@kushagrasonkar]

Amazing handwriting

[@SnehaKashinath]

Thank you sir

[@kamranshaikh4300]

Very Nice Sir..

[@topendrakumar9496]

Thanks you sir your the best

[@dhonushreebanerjee8461]

Too good explanation 😃😃

[@partharong4838]

Thank you

[@vaibhavgupta6182]

Nice explanation sir..

[@rajchaudary9021]

I understand thank u sir thank u very very much

[@ashishyadav-vj4vz]

It is good for us

[@bakshifazal8439]

Thanks sir it's very useful

[@hrishikeshkaranth4988]

Excellent

[@uttamkumar4137]

Very easy explanation 👍👍👍👍👍

[@VijayKashyap-bv5xv]

Great 👍

[@adityagokhale2511]

But what if |A| is zero ? This will result in having no coefficient i.e. no identity matrix "l" with |A| . How can we solve it

[@nabin5652]

Inverse exists only for non singular matrix

[@s.m.pravin9738]

hey man its really irritating when you give the title in english, give the intro in english and then switch to Hindi.....

[@jankisingh3066]

Yes

[@s.m.pravin9738]

@@jankisingh3066 lol I meant Hindi

[@Leah-i3i]

Just ignore the hindu language....

[@SecretsExplainer]

10am is starting my exam 8am me watching this video

[@tanishqreddy6151]

it was helpful to my brother he is btech

[@saipavan3546]

So interesting and i understand easily thank you so much

[@nenukumar8538]

Sir sem exam me a method kar sakte kay sir

[@indiankinazrose8357]

Yes

[@ENGINEERSACADEMY18]

Yes you can do this method in exam. Thankyou for watching my videos. I hope it helped you

[@seemabhattacharyya4173]

thank you so much understood cayle hamilton theorem properly

[@عبدالمجيدالعك]

thanks for you from syria❤️

[@pankajgiri8117]

Thanx sir

[@pankajgiri8117]

O

[@ipre4playgaming587]

Osm thanks

[@shwetamandade5185]

Ty sir .....for good explanation......

[@korikori3129]

Sir x ki power 3 bale samikaran से x ka maan nikalte nahi banta

[@AbhishekGupta-yj1jt]

Thank you so much bro, ❤️

[@javadeveloper5955]

Nice metrix

[@dasthekkedath623]

TQ.... Soo much sir!!!😊💛💛💛

[@kanthichaitanya4034]

I like ur explanation neatly.....,😊

[@praneethmannu6552]

Very neat and clear explanation of theorem and application...thank you sir..

[@55_hetpatel74]

Thanks sir ❤️❤️❤️

[@bharathvamshi2249]

TQ sir very helpful

[@kuldeepkhatri5470]

Sir next video m sketch se likhna agar aap bhi sketch s likhbana chate ho to like kro

[@ENGINEERSACADEMY18]

Thanks kuldeep for correct suggestion My recent videos are with sketch pen and even i use white board marker for clear visibility.

[@mahendrathori4195]

nice sir ji

[@aidajoseph5821]

Thank u so much 😍

[@adarshsingh9852]

Inverse me (lemda quib +6 lemda square+9lemda+4)aur -4 nahi hai +4 likh kar kare

[@NarayanSingh-il7pr]

Make video visible it is not clear u should make in light

[@Aravind_45]

Ur paying any fee ? So learn....

[@parulswaroop2005]

@@Aravind_45 right.

[@sho_k1]

Very very thankful

[@cijilbenny445]

Well explained.

[@RajuKandavalli-ds7eh]

Thanks bro

[@bhanupatel416]

nice 👌

[@mamathahsmamathahs3560]

helpful video

[@aaaa-rs5mo]

awesome explanation!

[@shahinurshahin5502]

Thanks sir Nice