The Union of Two Compact Subsets is Compact Proof

[@deadinsider5960]

Finally someone whom I could understand the proof of compact sets being compact. Really appreciate all the proof writing videos on topology that you do. Thank you

[@TheMathSorcerer]

You are welcome ❤️

[@GoníaloRodrigues]

hi, wouldn't be easier to use the Heine-Borel criterion?

[@anukrititiwari1825]

Love your teaching sir....

[@TheMathSorcerer]

thank you:)

[@darraghnagle3862]

Thank you very much. This was simple to follow and understand. Much appreciated.

[@MrniceguyMotivation]

I so much love your approach.
It's straightforward 👍

[@estebandanielospinotafur487]

1:28 the best part of the video

[@TheMathSorcerer]

Yes!!

[@pavo5969]

as a physics student i am not familiar with homework like theorem proofing so thanks a lot!!

[@TheMathSorcerer]

You are welcome!

[@khalidlol7575]

thank you for translation I appreciate that

[@TheMathSorcerer]

You are welcome!

[@Vivekanandamissiom]

Where are you from sir

[@nazli9457]

very nice proof thank you :)

[@nashlia05]

Thank-you so much sir, for explaining this

[@zahrarafigh]

thank you

[@shagullreader6528]

Thanks alot for that easy proofi u did, compact always looks hard. I'm a maths student a have a big problem with compact space in topology i want to be very good but always i get low marks in topology, what your advise to be good at campact, dear teacher?

[@Vivekanandamissiom]

I love you sir ❤️,can you come india

[@algorithmo134]

Please make contraction mapping principle proof and implicit function proof and inverse function proof tq