Connectedness in topological space part - 1 | theorems | Topology | MSc/ BSc |

[@ShreyaDwivedi-ho1tc]

Very nice lecture mam you have done great great help you are life saver for our exams , very precise explanation and your playlist of topology covered all important topics.. thank you so much mam 😀😀😀🤠🤠🤠🤠

[@christacademy8584]

Grt effort

[@zainabjavid4233]

Lots of appreciation for you. Thank you

[@simplifiedB.Ednotes]

You are a great teacher...Huge respect for you❤..you made topology very easy🥺🥺...don't know how to thank you 🫂

[@mathwithawais356]

Good work ma'am 👍

[@RavinaTutorial]

Thanks a lot 😊, share among your classmates and friends

[@travelmotiveplus]

Thank you! ❤

[@jobinsathickal3127]

🔥

[@tanishapal1358]

❤❤❤

[@sibumaharana6485]

Nice explanation mam😇👍

[@preetivats4608]

Show that a topological space(X,T) is connected iff there exist no non.empty proper subset of X which is both open and close.
Mam ye same theorem h kya jo apne disconnected k lye krayi h

[@n_sahu8836]

connected set and connected space both are same??

[@shaktisinhparmar815]

🙏

[@razacreater..-]

topology me jordan seperation theroem hai uska notes ya video bna do

[@swarnimsharma6998]

Maim theorem "closure of connected set is connected" k video

[@Harshahehe]

35:13

[@Simrankaur-BH33S]

Hello ma'am
Is there any video of yours on lebesgue number for a cover(connectedness)?
If yes please provide link..
Thanks😊

[@RavinaTutorial]

No

[@SmunaSabar]

Maim topology ka IMT q send please. My Exam is Monday