Exercises
[1TZ] Note:exercise 6 in the written exam 13/1/2011.
Each integer \(n β₯ 1\) decomposes uniquely as \(n = 2^ k d\), with \(k β N\) and \(d\) odd integer. Consider the sequence \(a_ n = d/2^ k\) and compute
its upper and lower limit;
the set of limit points.