Theorem of connectedness | Connectedness | Real analysis | Metric space | topology | Compactness

[@infinityskylines6548]

This theorem is explained very well... Thank you ✨

[@OMGMaths]

Glad you think so! subscribe and press 🔔 for updates. click here to find more videos of Comapctness and connectedness kzbin.info/aero/PLYisSyPLgRv56AS8iI91P3CIlhrzpKSJO

[@Sangul2829]

Wow, first time I understand topology, thanks alot ma'am for such wise explanation.

[@OMGMaths]

My pleasure 😊

[@OMGMaths]

Please give your valuable reviews at g.page/r/CRP90Pt3uFhFEAg/review

[@uditnarayan1360]

Excellent explanation. I am a MS scholar in the CSE deapartment of IITM but I have to take real analysis course from mathematics department as it was required for my research. Trust me, the proff was not able to explain it this clearly 😅. Thanks a lot.

[@naziyanavas1780]

Thank you for explaining this theorem very well.

[@OMGMaths]

Glad it was helpful! Please write your valuable reviews at g.page/r/CRP90Pt3uFhFEAg/review

[@chandrmohankushwaha5156]

Wow what a explain

[@OMGMaths]

Thank You 😊 subscribe and press 🔔 for updates.

[@yatharthagoldi88]

Thank you mam it helped me alot😇

[@chandarani710]

Mam Algebra ppr k theorem krwa dyn

[@mdtarikhasan6746]

Thanks a lot Mam.

[@OMGMaths]

Most welcome 😊 If you're finding my math lessons helpful and engaging, I kindly request you to share them with your fellow students, classmates, and anyone who could benefit from the content.

[@pushkarkumar3089]

So easily proved!!!! Many~many thanks!!!!

[@OMGMaths]

Thank you 🙏 Keep Watching … Please Share with Others…

[@pushkarkumar3089]

@@OMGMaths 👍

[@user-pd4fd5hh2c]

Thankew mam❤

[@OMGMaths]

Most Welcome 😊 If you're finding my math lessons helpful and engaging, I kindly request you to share them with your fellow students, classmates, and anyone who could benefit from a little mathematical magic. Together, let's make learning math a fun and exciting journey!

[@haritakashyap387]

Awesome ma'am.

[@Rashi_sharma0001]

Thank u so much 🙂

[@mansi4122]

Nice thankyou mam❤❤

[@OMGMaths]

thank you please keep watching and sharing..

[@BeTheSiriusStar]

Thank you mam 🙏🙏🙏

[@OMGMaths]

Most welcome 😊

[@abhaygupta4461]

Thanks mam

[@mudassargondal1904]

Very good explanation

[@chandarani710]

Mam 1st theorem ma ap ny strt clouser of A intersection B lia lkin property ap NY A intersection B dono clouser wlly liye Ksy ma'am

[@dipsaha6178]

"X is a connected matric space suppose X has atleast two points then X is uncountable" Mam iska proof kayse kare?

[@bishalsaha3688]

Dense set koriye

[@akashprusty4352]

Nicely explained

[@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.

[@keshavlalit1555]

Mam agar d A closure ki boundary. Per hota toh d belong kr jaata B me or A me belong nhi karta ,kya ye possible nhi h

[@bishalsaha3688]

Separable space koraiye mamm

[@jagdishexcellentgadhvijayg2458]

Separated sets are always disjoint

[@OMGMaths]

kzbin.info/www/bejne/Z6HIk6Bta6l6Ztk separated sets are disjoint.(video link)

[@nishajoshi2280]

Thank you maam

[@OMGMaths]

Welcome 😊 "subscribe" and press bell for updates. you can also find more video on "compactness and connectedness" on kzbin.info/aero/PLYisSyPLgRv56AS8iI91P3CIlhrzpKSJO

[@madan8882]

Thanks

[@bhaisashravani]

Thank you mam ❤