Bohat awlaaaa JazakaAllah

Sir isometry of R3 bi upload kar dy

Sir upload more videos

11:52 can some one explain this inequality property (edit: I got it now)

Thank you Sir.. ❤

ALLAH bless you

Zaberdest

Professor, the lecture series look awesome. I understood the factorization of a x^n - 1 into minimal polynomials from your lecture. However, I wish to get the full lecture series. Could you please share the first 11 lectures as well?

example 2 linearly independent

very nice

thank you sir

excellent method

Sir... Translation, rotation, reflection is an Isometry with related example? Explain kr Dyn kindly

If f us bounded on each subintervals [x_(i-1),x_i] by M_i, then it is written in the form Riemann sum likha hr ek subintervals ka but 1+|L| q add Kia can u clear my this confusion??

❤❤❤❤❤❤❤❤❤❤❤❤

Very effective and nice Lecture

Very nice sir 👍👍

👍

Kya he baat ha sar bohat khob❤❤❤

Kamal kar dya sar g❤❤❤

Allah Pak AP ko bahtreen ajar dy ga Ina shaAllah buhat helpful hyn

👍

👍

Thanks indeed

Thanks

sir ye notes mil jain gy?

وعلیکم السلام ورحمت اللہ وبرکاتہ

Dihedral group and symmetric group mein difference kia ha

Thanks Sir

nice greenscreen

Thank you sir.......

Can we do it in English?

Assalamualaikum Sir "If an Unbounded Function cannot be Riemann integrable" Esk proof ka idea den dein

thank you brother for the video

Can you list the primitive elements of GF(256)

Hi, thanks for this educational video! I've still got a question which wasn't answered in there: I've read that when the modul n is prime, then all the cosets have an equal number of elements. Do you have an explanation why this is so?

Thank uh sir 😇

Assalam-u-alaikum sir compact space ko define kar dain or 6 types topology ki unmn example dy dain

Awesome 😎

Thank you

Hy dear

Plzz video b clear kya kary

Sorry sir smjh ñhi.aya.bilkul

i appreciate your effort

Seven chapter jaldy complete krwa dai

More videos plz

Sir jo book ap use kartay ho please us ka name bta do and writer name

Dear sir. Your teaching method is interesting.

Kamal sir g👌👌

Thank you 😀