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Show that relation R defined on S :? (i) Show that relation R defined on the set S = {1,2,3,...,16} as R = {(m, n) ∈ S × S : m = 2^k n for some integer k} is an equivalence relation. (ii) Into how many distinct equivalence classes does this relation R partition the set S? (iii) Determine the equivalence class of the element 2.
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