Minors and Cofactors of a Matrix

[@attorneyonwheels]

Thank you, I was really lost for matrices in university, and this made me completely understand the terms!

[@sohamwalimbe3720]

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It helps me a lot
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[@oluwatomilobaarotiba904]

This just made me understand what I thought was magic. Thank you!

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I pressed thumbs up before even watching the video, now I have subscribed.

[@physician8683]

you saved me on my paper with your simple explanation, and I thank you!

[@prophetessrukundoseduridaa3848]

Thank you for the best explanation of the cofactors and minors, i missed out the lectures and i was freaking with the notes and i just searched and found you with the best of what i wanted. Thank you Teacher/Lecturer ..

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Nice name

[@danialraja]

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[@immaculateikamar8275]

I love it you have made it very simple to understand. Thanks 🙏🙏

[@mesfinabiye9287]

i tried to read business mathematics (J.K) Singh book on the minor and cofactors of matrix but am not able to understand it. but now in your explanation it is clear and ....resolved my problem.

[@Ariobarzanes113]

Thanks a lot !

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[@Jesse.Church]

I wish my lecturer explained it like this! Thank you!

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Thank you for your step-by-step explantion. It's really helpful!!

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Good teaching skills and very articulate. Well done.

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[@Yaragunti_Sh_2007]

Very simple explanation.
And I've cleared this concept very well.
Soo.... Thank you for your guidance...❤

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[@tjbratcher1543]

Thanks! I somewhat understood this but was still struggling on the 3x3 matrix for my Elements of Linear Algebra class!

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This video was really helpful.
Thank you!

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Wonderful explanation!

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Fabulous explanation...

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well explained, thank you so much for this

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[@RodrigoFabretti]

You made it so easy to understand! Many thanks :)

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Thank you I just opened book to study at last moment

[@thecollectivist3060]

Damn that was a really good explanation!! Thank you!

[@jpeter313]

thank you so much! this was fantastic

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I love your videos they help me so much!!

[@ansaliali8498]

Why we calculate Minor and cofactor of matrices?

[@syamsailv]

@Swarni Hatwal yeah 👍🏻

[@adharvrenjith9042]

It helps us find the inverse of a matrix

[@Indproraj2409]

To find adjoint matrix

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To pass your final exam

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[@okzoia]

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Thank you!!

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really clear explanation, better than the professor

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Thank you teacher

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thank you👍

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Nice ✌️

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Thanks so much for this beautiful explain🌸 ❤.
Tomorrow I have exam and it was very helpful 🙂.
2022/3/29 Tuesday
Time 23:48 night 🙁 ^‐^

[@Jamshed_1234]

Nice method

[@meemeeki]

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[@code2580]

Nice explanation

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so helpful
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Helpful !

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thank you ms,beautiful

[@awiee_21]

Thanks you so much. It help alot..

[@gautamyt1698]

Good explanation

[@hamdial-akkad8339]

U made it easy!

[@badguygamer1881]

Super thanku but your negative point pls speedly analyse

[@franciesmbugua8563]

Thanks

[@Joudie88]

Shouldn’t I cover up all rows and columns?

[@sivulize1320]

very very helpful

[@plantomove]

Do cofactor has formula. because I don't understand y -1 infront

[@tariqazampininkhan1653]

thank you

[@Soap029]

rhanks

[@_fayyy_za_]

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[@ZeeshanAbbasiplanz]

ty

[@animartistry_00]

Thanks Mam...

[@sivakumarnellore2790]

Ok problem correct

[@joaogoncalves9401]

ty i understand finally this

[@shadowrealm8937]

Is minor only can be calculated from 3x3 matrix?

[@zenglinzenglin1133]

This vedeo is useful.

[@capposnoopyd.s3193]

Why didn't you calculate for row 1 column 3?

[@Sarayuu707]

The video will be too long. If u understand that u can calculate ur own

[@sivakumarnellore2790]

It's ok my mistec

[@fiazahmed3645]

Why do we use negative 1 in cofactors instead of positive 1?

[@mafatha8734]

It's formula for cofactor of minor elements (_1)i+j that's y we are taking negative one instead of positive one.