Introduction To Vector Spaces || linear algebra ||Urdu/Hindi

This video is describes the basic terms which are needed to understand the basic concept of real vector spaces.
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[iamahmed]

Thanks a lot mam!! just because of your videos (on this topic spcly) I got full marks in presentation. Thanks again GOD bless uh :)

[Fadistic]

reason for watching your videos while skipping others is only that you just directly come to point no wastage o time thanks:-)

[husnainnawaz]

I watched ton of vedios on linear algebra ... And finally i land on this vedio ... Such an outstanding way of teaching ... To easy to grasp the concepts in this whole playlist just because your way of teaching is so out class. Thankyou so much

[Ali-]

Such an underrated channel. Deserves many more views and likes

[Bilalkingbpyt]

Mam too much thanks and Much Respect from KPK SWAT ❤😍 VERY VERY HELPFUL video ❤ Now I have clear my all concept on Vectors spacing 😍

[hussammajeed]

One of the best explanation of vector algebra on YouTube

[abdullahsher]

Thanks mam you make linear algebra easy for us
Thanks alot

[muhammadshahryar]

thanks alot. you just saved my mid term exam.

[waqasayaz]

Absolutely love the way you teach ma'am!

[MR-obhi]

thanks maam you become linear algebra easy for us

[usamakhan]

Easy and concise!
Thanks for this video

[BilalKhan-frew]

Very informative video
thank you so much

[talhakhalid]

HEY THANKS ALOT, THIS IS VERY HELPFULL, I have a request that if you can share a scanned copy of your note in pdf vis Google drive. IT would be a great help.

[kumariii]

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[rktiwa]

Urdu is already a sweet language and if it is coupled with this such sweet voice as yours it sends one into a trance as though you were enjoying some Brahms. You seem to be from other side of the border, don't you?

[mirzalisha_dz]

nice explanation and your urdu accent is really beautiful .

[shehryarhafeez]

love you ma'am very informative <3

[Justforstudy]

Saaf saaf or easy to ha sab kuch (as u say) to phir hma prna kee kia zarooorat ha

[usmanhardwareexpert]

hi i need help how to solve this question
(let f be a vector field . let v be the set of all ordered pair like (u1, u2) with addition in v and scalar multiplication on v. show that v is a vector space) ?

[sarthakj]

can you pls sharr pdf notes of this full playlist.

thanks for great content.