Theorem states:

Note that a (sub n) is a constant sequence.

Suppose a (sub n) = a for all n greater than or equal to 1.

Then lim a (sub n) as n approaches infinity = a.

I need to prove this.

Printable View

- Mar 4th 2008, 07:23 PMCarolproof of a theorem
Theorem states:

Note that a (sub n) is a constant sequence.

Suppose a (sub n) = a for all n greater than or equal to 1.

Then lim a (sub n) as n approaches infinity = a.

I need to prove this. - Mar 4th 2008, 07:27 PMThePerfectHacker
- Mar 4th 2008, 07:36 PMJhevon