How do you prove it? The Squeeze Theorem

[@blackpenredpen]

I was so lost from 0:06 to 0:15

[@sanjayvaradharajan]

Lol! Me too

[@the-hustle-guy]

Me too

[@pahaliejobe7180]

my lungs

[@theoriginalG99]

0:45 I swear i thought you were gonna say "The bluetooth device is ready to pair" 😂😂

[@pythoncake2708]

"Der Einschnürungssatz" . one of the most German words i heard as a German xD

[@MrCigarro50]

"Teorema del Sandwich", Gracias por el video. Sus presentaciones son realmente claras y precisas.

[@pbj4184]

The min delta choice is very helpful in places where we have two or more functions which we want to combine somehow in the limit. I remember you did this in the f+g is continuous video as well. The choice of delta makes sense because then both functions' conditions will be satisfied as the region on the real line covered by a smaller delta is covered by a larger delta. So it's like letting the "strictness" of the limit be same for one function and reducing the strictness for others (as their delta is now reduced)

[@NotoriousSRG]

The one dislike is from the function G cuz it didn’t want to be squeezed

[@drpeyam]

Hahahaha

[@miraaaron3038]

Really great video. The proof itself is really easy and you presented it very well. Thank you very much for that!

[@Kdd160]

U are such a good teacher, ur students must be proud of u. U explain math so nicely 😀😀

[@RealEverythingComputers]

Thanks for the great video! As always they're fantastic!

[@drpeyam]

Thank you 😊

[@michaelwarner2094]

you're my hero.

[@frfrchopin]

Thanks for the proof, sir

[@olinmarman574]

Finally got it and gave myself a squeeze

[@nlctomaro8226]

So so gr8 Dr payem

[@jonsnow3513]

thank you sir

[@AangContreras]

Thank you so much for the proof! It would be great a video for the proof of the limit of a composite function theorem! There's no rigorously information about that in UA-cam! ¡Saludos, Dr. πm!

[@drpeyam]

Check out my video: Composition is continuous

[@AangContreras]

Dr Peyam Gracias!

[@ethansmusic9898]

Delta Epsilon always is hard for me to understand so bear with me for a moment. How do the statements involving delta imply the statements involving epsilon. I know that this goes back to how limits work fundamentally but I still don't understand it fully. If you could recommend a good video on delta epsilon I would appreciate it thanks

[@drpeyam]

Check out the playlist!

[@brunomarinhomaciel6009]

Great video sir.

[@soumikroy5203]

awesome.it is really very helpful

[@aneeshsrinivas9088]

is there anything like the squeeze theorem for continuity and uniform continuity?

[@emi_lyyy816]

That was a great hint I got for the proof for seuences. However, how do we know that the epsilon are the same for h(x) and f(x)?

[@drpeyam]

Because epsilon is arbitrary, it’s ok to have the same epsilon for both, it’s the delta that’s different

[@chessematics]

Thanks a lot sir

[@filippodifranco8225]

"Teorema dei due carabinieri" in Italian

[@martinsanchez-hw4fi]

For real?

[@VideoFusco]

@@martinsanchez-hw4fi Yes, the carabinieri are a type of policemen who, at least in the collective imagination, accompany the arrested people two at a time to the police station, one on each side. So the idea is that f and h are the two carabinieri accompanying g to its limit value. Of course it's a jargon name, a kind of nickname, it's not the name it's officially called in the books.

[@martinsanchez-hw4fi]

@@VideoFusco that is a very cool name.

[@Galileo2pi]

So great mate, ;-)

[@sanjayvaradharajan]

Dr Peyam you should do an integration bee kinda competition with blackpenredpen

[@Theunbelievable69]

that is the delta epsilon proof... not squeeze theorem?

[@drpeyam]

That is the epsilon delta proof of the squeeze theorem

[@chico23451]

Teorema de sanduíche, famoso ksksk

[@ajiwibowo8736]

I call this sandwich theorem

[@the-hustle-guy]

Wooooow 0 dislike

[@muhammadaryasaputra6754]

Face this text to the mirror.
ε = Γ\15