Exploring Interior Point and Open Sets | Lecture-1 | Real Analysis

[@KittyKode]

Absolutely amazing explanation !!

[@rbmaths]

✌️✌️

[@christianjosephdulla2474]

Thank you for the lecture. From Philippines

[@rbmaths]

Welcome. Love from India ♥️

[@yhungkhing4169]

Thanks very much for the explanation.
You're truly a genius 👏 🎉

[@rbmaths]

Thank you for your kind words 🙏🏻

[@swopnilhossain]

Outstanding sir Take love from Bangladesh ❤️❤️

[@rbmaths]

Thank you Swopnil 😊

[@opaaljewelry5646]

sir, you are excellent at explaining, you make ideas and infomation so easy and clear.
Complements, thank you so much

[@rbmaths]

Thank you!

[@johnnelson3988]

Explained very clearly. Please make more real analysis videos.

[@rbmaths]

Thank you John!

[@gokulkrishnan6076]

Your way of explanation is easily understandable. So,Make more vedios based on csir net syllabus it was very useful to us

[@rbmaths]

Sure, I will try to post more videos ✌️

[@OBADIAHSOMBE]

Must leave a thank you for you. Best so far🥰🥰

[@rbmaths]

Welcome 🤗

[@henriquenunes7196]

Dr. Banerjee. Would you please be so kind to show what the interior of the set of irrationals is?
Thanks very much.
All the best. Henrique Nunes

[@rbmaths]

If the whole set is R then the interior of the set of irrationals would be empty. That's because any neighborhood around an irrational no. would contain rational nos. which do not belong to the set of irrationals.

[@missmonika1291]

Thankyou sir

[@rbmaths]

😊✌️✌️

[@brianmutai6745]

Clearly explained
🙏

[@rbmaths]

Thanks

[@isaackimani6936]

A nice presentation.well understood

[@rbmaths]

Thank you

[@tasneemhussein3864]

Thank you sir
From Egypt 🫡

[@rbmaths]

Welcome 😀

[@shamsaly-d8w]

Do you have the key book of real Analysis?

[@rutujapawar8082]

What is interior of [0,1)U(1,2] ???

[@priyeshverma9353]

(0,1)U(1,2)