EDB — 0QZ

Exercises

1. [0QZ] Prerequisites:[0MW]↺↻,[0N8]↺↻.

   • If a sequence \((a_ k)_ k⊆ X\) converges to \(x\) then it has an unique limit point, which is \(x\).

   • If a Cauchy sequence \((a_ k)_ k⊆ X\) has a limit point then there is only one limit point \(x\) and \(\lim _ k a_ k=x\).

   Solution 1

   [0R0]↺↻