Thanks a lot sir,,,,now I understand the topic for which I came here....keep it up... You have good teaching skills ....never feel bored in half n hour video🙂🙂
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It depends on the definition of limit point that you are using. There are two definitions available in the literature. See, for example, Rudin's book and Kumaresan's book. By the way, watch my new video ruclips.net/video/hiRglGEwzMs/видео.html
Sr apka method kamal ka hy
Thanku sir g.... Superb class 👍
Your way of teaching is veri clear
Thanku......
Thanks sir ....sir your explanation one kind of 🔥
Thanks a lot sir,,,,now I understand the topic for which I came here....keep it up...
You have good teaching skills ....never feel bored in half n hour video🙂🙂
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Thnks sir everything got clear today from.ur lectures .. thnks alot sir
Thank you very much sir...Thora doubt tha ,lekhin ap ne jo example ke jariye samjhaya,ae chis mera bahut help kiya🙏🙏
Boht acha sir
Bdi achi trh se cocept clear krte ho ji
Thank u ji
Your videos are very helpful sir...
Sir your teaching is excellent.
Thank u g......keep watching nd keep learning.....
Sir (0, 1) is subset of [0, 1] true.
Yup.....
Sir [0,1] is dence in (0,1), As (0,1) is subset of [0,1]
yes this was a mistake perhaps. Sometimes happens. Its ok.
Actually it's not a mistake . He said that (0,1) is not nowhere dense which is true because (0,1) is dense in [0,1].
Vishwas sir is always right.
Enjoyed your class... :)
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I will
Sr g plz topology pa bhi lectures dy
Thanks a lot sir !
Today all the confusions got clear
Love u sir from Kashmir😘😘
Sir apka attitudes na o bora mast
Sirjee ,,,Real analysis m sequence and series pe video banao
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Sir open interval closed interval ma lies ni kurta ?
Maza aagaya sir
Thanks
Magnificent
Easy understanding sir thankyou sir.sir which book use
Rudin,sk mapa,trench ,kumarasen,rkumar,sc malik,.............so enjoy learning.....
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Thx so much sir ji
hello sir, which text book are you following
See in the playlist important books of real analysis
M pgt ka hssc me hone wale screening ki tyari kr rhi hu ji
🌲🌻🌹 Good 🌷 Job🥀🌼Bro 🌹🌼👏👏👏
20.43 sir ji (0,1) ye [0,1] ka subset hota hai naa..
Ha yahi samj ni aya
Z' =z but u r telling empty how?
It depends on the definition of limit point that you are using. There are two definitions available in the literature. See, for example, Rudin's book and Kumaresan's book.
By the way, watch my new video ruclips.net/video/hiRglGEwzMs/видео.html
You are wrong when you say that (0, 1) is not a subset of [0, 1]. The open interval (0, 1) is indeed a subset of [0, 1].
Did you realize what was the mistake? Showing that [0,1] is not dense in (0,1). Becoz acc to you then [0,1] will be dense in (0,1).??
Thank you sir 🙏🙏🙏🙏🙏🙏