When a limit exists, It is Unique - Proof

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You can also find me on Tik Tok @reuslovesmath and @polarpiny

In this video, I show you how to prove the uniqueness of a limit for functions.
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this video feels like you are teaching me the plan for a bank heist

itstoogooditswaytoogood
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can i solve it with giving two limits epsilon/2 ? and thank you this was helpful!!

kiruvv
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Actually it is clearly explained though i can basically feel that you do not have enough air. Thank u very much, i'm in my first year of university in Saint-Petersburg and i really needed this.

high_fly_bird
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This video is just perfect, thano you very much! You made me understand the proof in Spivak's Calculus ( I suppose you also saw it there ). Let me ask you, you is your face hidden? In one of your answers you indicated there is a video about it but I can't find it. God bless you!

samuelgarcez
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Dear Polar Pi,
How can we conclude that there is an epsilon which is greater than both f(x) -l as well as f(x)-m for different delta. δ1 and δ2. From the definition ?

johanroypaul
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your suggested videos at the end completely cut off the end of the proof. You should post ads after you complete the proof...

MarkFingerboard
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Why don't you have any subscribers ?

Edit : I subscribed. Also, your vids are great but the shadows are kinda annoying.

andreajose
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I can absolutely realte to this desmonstration tnx a looot maaan !!!

rawdhatul_fawaid
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video so good he had to do the intro twice

sebahattinsaral
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Hi there, Thanks for your helpful video.


But I've got a small question,

Why don't we stress Epsilon to be Epsilon sub1 and Epsilon sub2 as we did in the delta part?

ammarbamhdi
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at 7.03 why |l-m| = |l-f+f-m| became |l-m| <= |l-f|+|f-m|?

SreeramPeela
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Dear Polar Pi,
1)How did you come to the idea of using law of contradiction to prove this?
2)Also why use the half of difference between l and m as your epsilon?

johanroypaul
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If Lt x-->a *f(x)* exists finitely, then prove that it is unique.
If possible, suppose
Lt x-->a *f(x)* = l & Lt x-->a *f(x)* =l' where l=l'
Plz tell what going on in this question...

nic_
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what if approaches to infinite,how to prove

frankzhang
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awesome explantion u kind of lifted a burden from head

alikasim
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only in a topological hausdorff space though ;p

thatdude_
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thank you very much. Clear and clean. Like and suscribe; thank you ¡¡¡¡¡

gord
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