(A) Give an example of a set S that is closed but unbounded. (B) Let I = (0,1) and let t = = {( 1): k = 1,2,...}. Are th
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(A) Give an example of a set S that is closed but unbounded. (B) Let I = (0,1) and let t = = {( 1): k = 1,2,...}. Are th
(A) Give an example of a set S that is closed but unbounded. (B) Let I = (0,1) and let t = = {( 1): k = 1,2,...}. Are there finitely many intervals from t that cover I? Carefully explain why or why not.
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