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Suppose P is a partition of a set A. Define a relation R on A by declaring x~_R y if and only if x, y ∈ X for some X ∈ P. Prove R is an equivalence relation on A. Then prove that P is the set of equivalence classes of R.
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Suppose P is a partition of a set A. Define a relation R on A by declaring x~_R y if and only if x,...
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