Thank you sir

Very helpfull session

One's of best teacher

Thank you sir it is very helpful

❤ thank you sir for this wonderful lecture ......❤️

thank you so much sir for all the videos and is very help full for us

Thankyou sir for this lecture.. alot of Modern Algebra qns can now be attempted due to your number theory lectures. More qns under our 'can be attempted' zone.🎉

Best teacher ever...❤❤❤

Sir, from start of your lecture. I'm totally confused

Thank you so much sir ... It's been very helpful

Thank you sir🙏🏻

thank you sir

Thank you so much sir 😊

Thank you sir

Thank you sir

Your videos are motivating me to study more and more topics and boosting my confidence

Thnku so much sir 😊

Just wow 😍❤ Thanks a lot sir

Thank you very much sir

Easy to follow ❤

Very helpful sir

Sir please correct padhayiye

Thanks for your short cuts and tricks sir 😊😊😊

Sir thank you for such a helpful video❤ .... One request sir please Ring theory and field theory ke upar bhi ak asa hi video banaiye ...😊please sir ....🙏

Sir how could sin q(π) be unbdd ?

Thank you so much sir.

I think example 5 last step is wrong, one minus x square under root comes below a. Tell me if i am wrong 🙏

Sir pls jldi modern algebra k sbhi lect upload krdo net k exam k date agyi

Very interactive approach, you made group theory light hearted by adding those cartoons and assuring words sir. 🎉🎉 nice innovation

Thank you so much dear sir

Good mthod ❤

Thankyou so much sir....😊😊

Thankyou sir 🙏

❤ sir whats app group request Kiya tha

Sir PGT MATHS preperation krva dijiye sir Please 🙏🙏🙏🙏🙏🙏🙏

Thank you such sir for your help it help us to crack the exam especially from the candidates from south side thank you please continue sir

In example 5 how did you find the initial probabilities?

U r amazing sir unique approach always

Gate all questions of numerical analysis upload sir plz

Sir upload numerical analysis plz sir

Thank you so much sir. Amazing content. Very helpful for developing thought process.

I always confused about how to solve class eqn...but thank you sir for these lectures ..now I'm solving these questions... actually your lectures create interest about way of solving questions ❤❤you are best teacher ever i seen

Thnku so much sir

Sir please gate metric space par bhi video bana dijiye

Very helpful video thanks sir.

For the last question, By Heine Borel theorem, I is not compact since option(d) is discarded.

Thank you for providing the concepts in a easy way sir

Make the video of irreducible problems sir

Sir please continue to teach group theory

Sirr At 45:35 june 2017 option A is not correct bcz we have find pointwise limit on [0,1] not on R.on [0,1] ptwise limit is f(x)= 0 if 0<x<=1 and 1 if x=0. Am i right..?