Equivalence Classes

Discrete Mathematics: Equivalence Classes
Topics discussed:
1) Definition of the equivalence class.
2) Finding the equivalence class.
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#DiscreteMathematicsByNeso #DiscreteMaths #Relations #EquivalenceClass

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You can also use its matrix to compute A/R

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I really like your video and your English accent is very cute,but I wounder if you could give us the method that we to go through to prove the equivalence relation

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[@LU-dm7kj]

Hi!
Thank you very much.
Can you do a tutorial on this one please?
Let M = {(1, 1), (1, 2), (1, 3), (2, 1), (2, 2)} and define the equivalence relation ∼on M so that for (a, b), (c, d) ~ M, (a, b) ∼(c, d) if and only if
a = c.
Draw a digraph of this relation and give the equivalence class [(1, 3)].

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[@pradnyagutal5179]

Sir the relation R you defined is not equivalent, since, there is one more case occurs in transitivity that , if both a & b are even and both b&c are odd then there sum is even and the addition a+c is not even in that case

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[@afrozaakhter6179]

Is equivalence class a subset of equivalence relation R or subset of the underlying set on which R is defined

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0:20

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can anyone clarify it to me

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yes its correct but it is the result of statement thats y statement 1 is more precise definition

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[@alvaro1379]

but what if i say my a equals to 5 and my b equals to 2. Then 5 + 2 = 7. Its an odd number so not all a + b are even?

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That's 5 is not related to 2..

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