A set is closed iff complement is open | Real analysis | metric space | Basic Topology | Msc | Bsc

[@pravaa2644]

Very helpful

[@ameshvachaspati3596]

Beautiful method

[@khankhanmathematician9813]

I recommend You to towards the proof of absolute properties for n-tuples

[@jasminshrestha6573]

Mam, may u please upload full playlist on chapter Function of Bounded Variation and Improper Integral ?

[@arslankhan692]

Mam g really very good method

[@OMGMaths]

It's my pleasure 😊 Subscribe kzbin.info and press 🔔 for notifications. Please Keep Watching and Share with others.

[@DebashisMishra-ti9ou]

Mam detailed notes dijiye na please

[@beingnayok102]

tq mada, ji .

[@OMGMaths]

Thank You 😊 Your appreciation means a lot lot for me….Please write your valuable reviews at g.page/r/CRP90Pt3uFhFEAg/review Like ,share and Subscribe.

[@ANANDVERMA-wo8if]

Now it's well mam

[@OMGMaths]

yes,thanks actually there was some network issue from my side on the time of uploading the video..

[@ANANDVERMA-wo8if]

Koi bat nahi mam

[@gosoccer.6794]

Thanks mam . ✨

[@OMGMaths]

Most welcome 😊 Your appreciation means a lot lot for me….Please write your valuable reviews at g.page/r/CRP90Pt3uFhFEAg/review Like ,share and Subscribe.

[@AsifAsif-qk2nt]

Property k proof kr dia karo plz🙏🙏

[@OMGMaths]

ok g.... Keep Watching...

[@ANANDVERMA-wo8if]

Mam please solve my previous problem

[@OMGMaths]

A set of distinct elements was made by cantor’s diagonalised counting.. then you can use the theorem A set is countably infinite iff it can be written in the form of distinct elements. kzbin.info/www/bejne/iYDJoZWQhZWbZpY Hence set is countable. Now please tell me cantor’s diagonalisation is clear to you or not.

[@ANANDVERMA-wo8if]

Mam this like is next topic and don't understand means of Cantor's digolnalised counting

[@OMGMaths]

Ok will send you a video on “cantor’s diagonalised counting” tomorrow

[@ANANDVERMA-wo8if]

@@OMGMaths its ok mam

[@OMGMaths]

please watch this video ...made for you... kzbin.info/www/bejne/iHOQaqyeorCYmaM