distance between two sets in metric space functional analysis Msc maths in hindi by Hariom dubey

distance between two sets in metric space functional analysis Msc maths in hindi distance between two sets in metric space functional analysis Msc maths in hindi distance between two sets in metric space functional analysis Msc maths in hindi distance between two sets in metric space functional analysis Msc maths in hindi distance between two sets in metric space functional analysis Msc maths in hindi distance between two sets in metric space functional analysis Msc maths in hindi

[@azrajamal3829]

Sir, you are honestly the best teacher in the whole world. I was regretting choosing Maths but now that i have discovered your channel, life seems easy. May Allah bless you in every way, Ameen.

[@HDMATHEMATICSBYHDSIR]

Thank you so much for your kind words. I'm glad my videos are helping you!

[@SabaRahman-jp5zm]

Sir functional analysis ka Pura course ka video dal dijiye Aapka hi samjhaya hi samjh ata hai

[@fitnfine007]

Thnkxx Sir..We are Grateful to have teacher like you❤

[@HDMATHEMATICSBYHDSIR]

So nice of you

[@barbiedoll5618]

Outstanding ❤

[@AmnaZafar-sh1uj]

We'll done 👍

[@NehaMishra-nf2hc]

Great sir

[@sahil6558]

Very nice 👌 explanation

[@bikashsharma2702]

Sir pls make a video on metric space .topics ( continuity in metric space , connected metric space , compactedness) .pls sir it's a request .

[@hariswajdhaan575]

if we suppose one empty subset and other non empty then what will be the distance between two sets

[@UmamaRaees-c8l]

Block metric space and max metric space kia hota h?

[@reenukushwaha5448]

Sir you the great

[@HDMATHEMATICSBYHDSIR]

Thank you

[@Fatima-nn5tv]

شكرا 🌼🌹💙

[@Maanavspeaks]

Sir please tell me :- The Distance between root 2 and Q with respect to usual metric R ? a) infinity b) zero c) 1 d) none of these

[@Maanavspeaks]

Sir please reply

[@vedananddandu1059]

usual metric means infimum distance of root 2 to any rational number. even if root 2 is irrational, there will be many rational numbers within its neighborhood which tends to 0. So the answer is 0

[@Maanavspeaks]

@@vedananddandu1059 tq

[@व्लादिमीरपुतिन18]

​@@vedananddandu1059Q converges to root 2 so In usual metric Root 2-root 2 = 0

[@nagraj3720]

What is the difference between finite set and bounded set?

[@pritamdutta2563]

In finite set there is finite number of points. So a finite set always bounded. But in a bounded set there may be finite or infinite number of points .

[@Peacefullmind09]

Thank you sir 🙏

[@HDMATHEMATICSBYHDSIR]

Welcome

[@pradipchumi8071]

❤❤❤❤❤❤😍😍😍😍🙏🙏🙏🙏🙏🙏🙏

[@aayushipradhan1723]

thank you sir 🙏🏻