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

Equivalence Classes

Prove aRb iff a+b =2n is an equivalence relation on the set Z. State two equivalence classes

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Given aRb is a^2=b^2 mod 2 prove R is equivalence relation on set N. State the 2 equivalence classes

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Equivalence Classes and Partitions (Solved Problems)

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