- #1
tamintl
- 74
- 0
Im struggling with the concept of this basic sequence question.
Let x(n) be a sequence such that lim(n->00) (nx(n)) = 0
i.e. it converges to zero...
How could i show that there is an N s.t. for all n≥N : -1 < nx(n) < 1
Any tips would be great.. I don't want an answer.. I want to be guided through it please.
Regards as ever.
Tam
Let x(n) be a sequence such that lim(n->00) (nx(n)) = 0
i.e. it converges to zero...
How could i show that there is an N s.t. for all n≥N : -1 < nx(n) < 1
Any tips would be great.. I don't want an answer.. I want to be guided through it please.
Regards as ever.
Tam