Inverse of a Matrix Amazing Shortcut | Arvind Kalia Sir | Vedantu JEE✌

Matrices Trick🙌: Find A^-1 in 35 Seconds [Inverse of a 3*3 Matrix] | JEE Preparation | Vedantu JEE✌. Hello students, watch this amazing session on maths tricks of the inverse of matrix. Here Arvind Kalia Sir will teach you how to find inverse of 3x3 matrix in just 35 seconds. This session will be very helpful for the students who are preparing for their upcoming JEE Exams. So, watch the complete video and stay tuned with ‪@JEEVedantu‬
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Thank you so much guys for watching the video. We hope, this session will help you get a better understanding of the topic. We would love to get your feedback. Please do comment below in the comment section.

[@JEEVedantu]

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[@umedpatel3179]

The determinant value is given by the elements of the first row multiplied with their cofactors.

[@himanshuraj5837]

Carefully he is the hero

[@akshatstudyaccount7945]

Exactly

[@thecodegeek9983]

More importantly, you have the freedom to choose your row or column. Suppose you see two zeros next to each other, then select that row, as you will have to do only 1 calculation

[@JEEADV-x7g]

@@thecodegeek9983 what? That is if u open the determinant fully , but we have already found the cofactors buddy. If u multiply elements of a row with cofactors of another row u will get 0. Its a property

[@sonamthakur2997]

Lakin adjoint ke value 1 kaise aye

[@nandiniagrawal4798]

Aaise video exam ke pehele kyu milti hai pehele kyu nahi milti🥹🥹
Is baat hi Khushi hai ki exam ke pehle tou mili 😅verna🤯

[@zoro7545]

Best of luck for second attempt

[@nandiniagrawal4798]

@@zoro7545 thank you 😊

[@kashapjadhav4818]

@@nandiniagrawal4798 kitna percentile aya?

[@anirudhsripadakoundinya7915]

Determinant is the sum of product of the elements of a row or column of the matrix with their corresponding co factors. And adjoint of the matrix is the transpose of the co factor matrix of matrix A. Now what we multiply is the elements of a row of a with the elements of the corresponding column
of its co factor matrix.

[@dwight.kschrute2936]

a11C11 + a12C12 +a13C13 = Value of determinant. Where a11 , a12 , a13 are elements of first row and C are their respective cofactors

[@coder134]

Parkour Parkour!!!

[@sunilprasad5212]

इंसान सोचता है की वह अकेला क्या कर सकता है अरे उस सूरज को देख जो अकेले पूरी दुनिया को रौशन करता है उसी तरह अपना BHAI अकेले ही पढ़ाई को बुलंदियों पे ले जायेगा। LOVE YOU BHAI YOU ARE THE BEST OF ALL सच्ची आप महान हैं SIR KAIMUR BIHAR SE

[@kabutaaar]

Adjoint mtrx is transpose of cofactor mtrx and definition of determinant is sum of product of element of a row with its cofactor

[@_abc__7]

Thank you sir.
It's really helpful 💜

[@sandrashaji7366]

Y didn't i find this channel before... you're such a gem sir
Thankyou very much♥️

[@adityasingh-fg4qt]

because adjoint is the transpose of co-factor matrix of the given matrix so if we multiply the the cofactors row with the respective elements of the same row and add them we get the the determinant
love you bhai

[@mahimasharma4927]

Thank you sir for sharing such amazing trick with us it's really helpful 👏👏👏

[@humanlife9915]

bring these type of videos for calculus sir
it will be more helpful please

[@sharadjha2571]

sir plz bring more such tricks it will help in the last moment

[@kanishkasharma6965]

Thank you so much sir...😍☺this video is very helpful for me🤩

[@tvisha1609]

We are primarily multiplying the elements with their respective cofactor jisse ki determinant ki value aayi
Thnx bhai for the trick❤❤❤❤
Ye property toh bachpan se padhi thi... Bas aise use kar sakte hai.. Ye aaj realise hua
Lov u bhai❤❤❤

[@wetwillyis_1881]

Now this, is what I’ve been looking for. Thank you sir, you’re truly a gift to us all.

[@artiarya6002]

It is because a11A11 + a12A12 + a13A13....

[@mohittyagi2889]

Hi

[@KamlaGupta-d2b]

😮😮😮 thank u so much sir ☺

[@GAMERSHANKS]

adjoint = cofactors ka transpose.
so we intderectly calculated full determinant tell ourselves that it is short trick. Its insanely beautiful! Thanks sir!!!!!

[@kashyapkeyboardguy]

Mind blowing tricks sir.......thank u so much ❤❤❤

[@vishal_rajpt8882]

because ajdoint is transpose of co factors and it was eqal to the sum of product of first row element and first cofactor of any 1 row or column

[@khushpatel3496]

LEGENDARY!

[@sumanbag729]

Thank you so much sir for this help ful trick 😊❤❤

[@knavadeep7576]

Shocking to see "unacedamy atoms vewiers can also watch this vedio

[@shababbadar5032]

😃😃😃

[@rajeshbeta4525]

🥰🥰🥰🥰🥰🥰🥰🥰

[@kingC2689]

Present 😁

[@shreyanshdubey4347]

Me also

[@shreyanshdubey4347]

🤗

[@aryamallick5426]

Pehli baar ek sahi shortcut.

[@newlovesongs8207]

sir i hope this trick will help us in exam ...THAKS SIR

[@An_ony_mous]

This man is King of Determinants.

[@RamaChapain]

Plz finddeterminant and adjoint of 4×4 matrix shortcut

[@sunshine-md8zv]

Thankyou so much sir very helpful trick

[@rajeshsinghsisodiya1468]

Excellent✨🔥

[@RajaKaish]

Shukriya sir jiii bohot preshaan the inverse aur adjacent se but ab problem ni honi chahiye I think

[@elolcreator4748]

Dayum thanks for trick bhai

[@dheerajkaushik8326]

Thanks sir trick ka liya

[@Prakhar_katiyar12]

Aravind sir always op

[@mohammadsanaullah2401]

Thanks A lot

[@anubrata.876]

wow !! thank you so much sir for this incredible shortcut..😃

[@aaddiishorts]

you are best.. i cleared jee mains using your tricks and now i am using same for my further studies...

[@anshrao23811]

Great. Congrats.
What percentile you got brother.

[@sarojkumawat2917]

Very nice and super trick❤

[@ABHISHEKKUMAR-ns6om]

Each element of first row of determinant has their corresponding cofactors in the first column of the adjoint matrix. And determinant is nothing but multiplying the elements of the first row (in this case) with the corresponding cofactors of the second row.

[@meenakshimanhas4224]

Excellent Trick. Loved it

[@PrarthanaKrishnan-p5l]

Thankhyou so much sir
From kerala❤

[@vaishnavi3317]

OMG thats gonna be very helpfull
Thanks a lot sir!!

[@mokshagnaAIO]

Thankyou so much sir you saved our time🎉🎉🎉🎉

[@SribashKuldeep]

Wow Sir😮😮

[@JaiShreeKrishna12321]

Transpose bhi toh lena pdega?

[@Templeinfotelugu]

Thank you sir thank you so much for us in our school they teached adj matrix as (cofactor) power transpose it's very long process you said an simple shortcut thank you so much

[@mastertecky]

bahaut bahuat thank you sir. Its realy helpful

[@praveengoyal493]

Shaandaar 😊😊😊, pahle mujhe inverse nikalne mein 4-5 min lagte the ab 1 min ke andar aa jata hai

[@TejasKavchat]

Thanks kalia sir ❤❤❤❤❤

[@DeepakKumar-z1j9n]

Wonderful sir😊😊😊

[@prarthanarajesh901]

Thank you sir ❤

[@jacksparrow-mw2uk]

Sir thank uh so muchh ,apke jaisa teacher mujhe face 2 face padha de toh mai iit select ho skta hu 🎉🎉❤❤

[@gn6037]

pranaam guruji

[@marianwarmarianwar772]

Sir kia hm long question ki solution mn ye trick use kr skte hn aur kia iss se hmen question kefull marks milenge

[@ssmbfanboy7753]

Thank you sir now it is very easy

[@rafannadiadwala1181]

Sir if possible add a shortcut trick to find square of any 3x3 matrix easily thank you sir
Mera bhai mera bhai 😀 Chak de

[@shreyamadhusudan5506]

Thank you bhai!!!!!

[@mokshagnaAIO]

Thank you sir this is so helpful 😢😢😢😢🎉🎉🎉

[@YUGBHARWAJ]

Exam mein ye trick lagane se koi problem na ho bass........thank u very much sir aapko...😊😊

[@manishparmar1672]

Best sir ❤

[@ronakkhurana1783]

mera bhai mera bhai❤❤. Thanks a lot for such a beautiful trick

[@Aparajita-z9c]

Dhanyawad sir ji

[@tharlegroup7229]

Thank you❤❤❤

[@kowshikchinna666]

you are so great sir

[@knowledgebulk1020]

Thank you sir for this amazing session.

[@aspirant2398]

Thnx sir ☺❤

[@sachinrawat3607]

❤❤Love you sir😍😍❤❤

[@smit_XD]

amazing sir, thanks

[@charan.kanjoju]

Thank you very much sir🙏

[@abhilashasharmasuman6800]

Thank you very much sir

[@parvathyp1100]

Thank you so much sir ❤

[@tarunsingh9999]

thank you sir a lot....aise question 5 marks mein aate hai aur bahut time kha lete hai.....iss trick se A
inverse bhi aasani se nikal jaayega

[@dasarirajeshwar5687]

Tq bhai...

[@aniruddhasati1299]

Excellent sir 👍👍👍👏👏👏

[@suman_ix07]

TQ🙏

[@akhlishussainhunachagi6173]

Tq sir 💝

[@sriharsha05]

hats off!!

[@rauniksingh5298]

Thanku so much sir

[@gamersourabhyt1760]

@JEEVedantu please also give the short tricks for other mathematics chapters for jee 2024 this will be very helpful for all the students who are appearing for jee 2024
Thankyou💓
This video is very helpful 💓

[@SohilKhan-cs2mx]

Thank you sir you saved my 7 minutes. God bless you.

[@gurjotsinghkalra3204]

I don't have words to say thanks to you sir ❤😊

[@pappuseth95759]

You are the best 💖

[@RelevantTricks]

Adj (A).A= AI

[@RutikBajad]

As |A| =a11C11+a12C12+a13C13

[@user-e395]

It is for all numeral values

[@sumangalasumangala4006]

Omg thank you

[@nikhilbth018]

Thank u bhai
Love ❤ u
#Positivity

[@dspcreative9503]

How are you get 2023 jee mains marks 🎉🎉

[@rajukani100]

God bless you sir 🙏🙏🙏🙏🐱

[@RISHISONI....]

NV sir ka tareeka hai ye to....😮

[@yadav_jee_rakesh12180]

Super sir ❤❤❤❤❤❤❤

[@ajaypalsinghrathore6852]

Sir ager A Inverse exist nhi kerta toh ?

[@mirzapur_ki__haveli]

😑👀

[@vaidikshah1922]

nice trick

[@shlokpandya5831]

Love you sir ! Maja aa gaya

[@sauravkushwah1612]

Nice sir tirck

[@pranavkundalwadikar5700]

❤️❤️❤️ thanks

[@adityaupadyay3949]

This channel is oppppppppp

[@अविनाश_पाण्डेय]

Not matched with ncert exercise 3.4 question 17

[@asha912011]

Is this method is applicable only if determinant of all 2x2 sub matrices are zero

[@shababbadar5032]

Thank you sir

[@johnsteel8421]

Thanks for such a nice trick God bless you im tierd of all poor math learning system