Continuity of function | Theorem | f is Continous iff f (Ā) is subset closure of f(A) | metric space

[@OMGMaths]

You can download PDF from: omgmaths.com/real-analysis/f-is-continous-iff-f-a-is-subset-closure-of-fa-continuity-of-function-real-analysis/ Related Playlist: Limit and Continuity kzbin.info/aero/PLYisSyPLgRv63erEi49zu0w1x_oAP1K89 Please like, Share and Comment. "Subsribe"kzbin.info/door/xVm7BDqq6KLjptLZ94j-cg for more videos.

[@aishinikiyara2675]

Very good explanation mam.

[@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.

[@malihafatima9239]

Mam jii u r great... Bht acha smjhaya... Concept clear ho gia ... Superb ❣️

[@OMGMaths]

Thank You 😊 Subscribe and press 🔔 for updates. Click to find find more videos on limit and continuity kzbin.info/aero/PLYisSyPLgRv63erEi49zu0w1x_oAP1K89

[@malihafatima9239]

@@OMGMaths After your superb vedio lecture, I have already subscribed your channel ☺️☺️

[@OMGMaths]

Thank You 😊

[@VikasSharma-xb4ev]

Same problem topology ka rahne par same proof hoga ya different?

[@07ankitanand24]

just a small mistake that (f( f^(-1)(A)) is a subset of A and not equal to A. it is equal iff f is onto. which may not be the case.

[@saqibshah5307]

thank you mam bht acha smjhate haa app

[@simplewayofliving]

mam,theorems samajh me toh aa jati hai but karne se beech beech me steps bhool jate hai....what to do?

[@OMGMaths]

written practice is must jo jhada bhuli hai 2-3 time practice karo

[@sonali5687]

Can i use this same proof for topological space??

[@reshmakandasi1424]

Same question 😢

[@tulsisoni2598]

Thank you mam 😄

[@OMGMaths]

Glad it was helpful 😊 Subscribe kzbin.info and press 🔔 for notifications. Please Keep Watching and Share with others.

[@malikbilal3251]

Bundles of thanks mam.❤

[@OMGMaths]

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

[@bseacademy2597]

Excellent mam

[@OMGMaths]

Thanks for the visit 😊.......“subscribe” and press 🔔 for updates. You can find more videos on "Real Analysis" kzbin.info/aero/PLYisSyPLgRv7nqpvKXN7vbMuGM1LT8zwy Please Like and Share with your Friends.

[@pushkarkumar3089]

Very nice!!!

[@OMGMaths]

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

[@madhubarman4138]

Thanks mam

[@OMGMaths]

Glad it was helpful! “subscribe” and press 🔔 for updates. more videos on Real Analysis kzbin.info/aero/PLYisSyPLgRv7nqpvKXN7vbMuGM1LT8zwy

[@zahrahayyat7865]

Mam plz ye theorem bh solve krwayen ksi lecture men plz statement ye hai is ki "A mapping of a metric space X into a metric space Y is continuous on X iff f⁻¹(V) is open in X for every open set V in Y"

[@zahrahayyat7865]

Plz mam

[@OMGMaths]

This is the required result. kzbin.info/www/bejne/eKa6nHmjgtyer9U You can find more videos on “Limit and Continuity” here kzbin.info/aero/PLYisSyPLgRv63erEi49zu0w1x_oAP1K89 Keep Watching..... subscribe and press 🔔 for updates.

[@harshikeshsingh2648]

Good

[@surajchouhan1125]

Regular lecture daliye Mam

[@OMGMaths]

yes sure

[@322-pinkidhobi9]

Let A = {(x, y) ∈ R^2: X^2− 3y > 5}. Show that A is an open set in (R^2 , d2) using continuity.

[@vishalmaurya3194]

😍😍