Can someone explain to me the difference between converging and diverging within geometric sequences?

Question

anonymous · Answer

Just a clarification, yeah.

loser66 · Answer

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thomas5267 · Answer

A converging sequence of geometric series is a series for which the sum to infinity exists.  A diverging sequence of geometric series is a series for which the sum to infinity does not exists.

anonymous · Answer

So in an nutshell, infinite v. finite?

ikram002p · Answer

ok so here is an example i always mention on os (i should make animation about it but its ok for now :P)
imagine this guy who is walking
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