Consider the following strange definition:

We say a sequence \((x_n)\)

verconges to \(x\)if there exist an \(\epsilon>0\) such that for all \(N\in \Bbb{N}\), \(n\ge N \implies |x_n-x|<\epsilon\)

Which of the following conclusions is **wrong**?

×

Problem Loading...

Note Loading...

Set Loading...