anonymous one year ago help here

1. anonymous

yes

2. anonymous

Let X be a topological space, Let ${x_{n}}$ be a sequence of elements in X. Then$x_{n}$ is said to converge to x$\epsilon$ X if $\forall$ nbds U of x, there exists N$\epsilon$ N such that $\forall$ n$\geslant$ N, $x_{n}$$\epsilon$ U

3. anonymous

then one of these conditions does not hold

4. anonymous

A) $x_{n} \rightarrow x , as.. n\rightarrow N$

5. anonymous

ya this is not in my range of knowledge, that looks like 20 years of college

6. zzr0ck3r

The option you showed is true.