Question

The sequence (Sn) defined by is

Answer 1

sequence of real numbers (sn) is said to converge to a real number s if. ∀ε > 0, ∃N ∈ N, such that n>N implies |sn − s| < ε. (1) When this holds, we say that (sn) is a convergence sequence with s being its limit, and write sn → s or s = limn→∞ sn.