Two Equivalence Classes [a] and [b] Are Equal If and Only If a is Related to b

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In this video I prove a statement surrounding relations. We have an equivalence relation on a set A and we have to show that the equivalence class of a is equal to the equivalence class of b if and only if a is related to b.

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Hello sir i am watching from India your explanation is so good

Tonic

Thank you so much for this kind of videos. All the best from Genoa, Italy

claudiogenova

You are literally a Math Wizard. And a damn good one at that! Thanks so much for the detailed video.

millemollen

these are a nice refresher mate ~ appreciated

xXProtatoXx

This video is awesome. Can’t wait for the day when I can go through proofs in such a way

abelmedina-aispuro

Thanx for the video’s I am in Namibia struggling with real analysis 😂. These video’s give the some motivation to keep struggling and succeed.

boeiblaauw

Thank you very much for showing this proof. It was difficult to follow in the textbook.

valeriereid

Hello sir I am watching from India
Which classes have you teach can you teach
Degree. science student

RasmitaBhatra-qk

Dear sorcerer, should I learn set theory or abstract algebra first? Thanks in advance

mathpassion

Two Equivalence Classes [a] and [b] Are Equal If and Only If a is Related to b

Two Equivalence Classes [a] and [b] Are Equal If and Only If a is Related to b

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