The rank nullity relation and examples

[@evebeeee]

You explained in 3 minutes what my professor couldn't explain in an hour. Thank you

[@garvitgoyal001]

+1

[@berdanakyurek7804]

This was perfectly helpful. I will remember you during exam tomorrow. Thanks.

[@Adam-gp3ij]

professor, can I say you are awesome it was really clear explanation and got it from the first time! thank you so much

[@ratanasorn8080]

0:58 thank you so much for that tip!

[@sijil2468]

Nice pencil

[@MissViolaceous]

Thank you for your simple and concise explanation! :)

[@VaibhavSingh-lf6ps]

thank you sooo much , literally you are saving my maths course

[@sleepyj1827]

Thank you Joy! I was racking my brain earlier trying to make the connection of nullity of transpose matrix when I just have to switch the number of n... thanks !!!!! 😇😇

[@RubLox_Live]

I love you for helping me understand what my professor fails to do

[@user-fj5py7yu4l]

Simple and precise, thanks alot 🎉🎉❤

[@IITian101]

after 7years i am watching this.....
but the content is still fresh.
Thank u for this beautiful explanation.
I hope that u are doing Great in your life Joy
(◡‿◡)

[@PooriPadhai]

Very good
Its easily understandable....

[@ichoosemeimsorry]

YOU ARE A LIFE SAVIOR THANK YOU

[@yourmarketingbro]

You explained the concept very well.Tomorrow is my exam,thankyou very much for the wonderful video.
-- Yaipha Luwang

[@addy0110]

wow! Nice Pencil

[@SURAJCHATRA]

😂

[@waseembughio1736]

The second question is that when we pupil say, if a line passes through the origin, then the axioms of a vector must obey to the given line but for instance, if we talk about the curve y=x^2, for all real x, then it is not a vector space.

[@waseembughio1736]

Actually, your teaching power is the best so that I wanna ask you.

[@mandamn2793]

Amazing explanation

[@goesrawr]

Youre a blessing

[@nicoletara353]

oh my goodness thank you soo much!!

[@waseembughio1736]

I have some confusion regarding course of Linear Algebra. Could you please tell me about it if I share with you? For instance, In Row Echelon Form, if matrix is a square, then its Row Echelon Form will be upper triangular matrix and lower triangular matrix we pupil do not use why???

[@feliciantuli1054]

Love from South Africa

[@user-si7kc6vb6y]

thanks, that really helps

[@mushrifrila2632]

Superb ❤️

[@user-gt9mw3ou9e]

awesome videoooo

[@user-gg6ll8th1h]

very clear thx

[@sanamsanamrani6206]

Juzakallha mam

[@waseembughio1736]

Thank You.

[@asiaahmadali]

Thank you ❤

[@zedlepplin9450]

Thanks ma'am!

[@akanshamathur8492]

your pencil is very dark...I like it

[@hogoromogitsune3967]

is that an eye liner pencil?

[@MAKS02]

Super...

[@Serving_my_god]

Thanks dear

[@kattubadimahaboobbasha7049]

Thank you mam

[@ezioorans4265]

thank you sooooooooooooooooooooooooo much

[@keerthivasan2646]

Wow

[@punitagarwala548]

Thank you

[@Gkmcricexpert_]

Thank u for such a nice video love from india🇮🇳🇮🇳🇮🇳

[@roylemon1538]

great video! can't understand why 33 dislike

[@ravishasharma470]

Is this all about Rank Nullity? I was worried unnecessarily😅

[@rahikiartsanddrawing9891]

hi please clear me how the rank(A transpose) = 3??

[@soumithnalli5169]

Tq

[@fauzan6953]

Time Saver

[@manmeetsingh4719]

Thanks

[@selwynkumar7278]

But it is equals when that is a square matrix

[@Ashishkumar-vb7qh]

😁😁😁😁

[@hussainshah2780]

Miss g I don't understand why U use 5

[@thebeast7413]

How can you say rank(A)=rank(AŤ)

[@waseembughio1736]

Reply must.

[@kkamous7278]

You did something wrong in example one,

[@jateenbhagat5496]

Cute Voice and well explained!!!

[@coldlama8370]

o7

[@ratanasorn8080]

Rank + nullity equals to dim isn't it? So dim equals to its number of column?

[@joyzhou4917]

That's right.

[@ismailkaganacar280]

hap bilgi

[@reclusehp]

Your voice is so cute,understood the topic well tnx cutie pie. :-)

[@soumyasoumyapc2057]

Thank you mam

[@atulupadhyay6752]

thank u mam