Let (xn) be a bounded sequence and let S := sup{xn:n EN}. Show that if S ffi{xn:n EN}
Chapter 3, Problem 14(choose chapter or problem)
Let (xn) be a bounded sequence and let S := sup{xn:n EN}. Show that if S ffi{xn:n EN}, then there is a subsequence of (xn) that converges to s.
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