A real sequence {g_{n}} has a conxtant ratio r, that is, g_{n+1}/g_{n}=r for all n>0 if and only if g_{n}=g_{0}r^{n}for all n>0.

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- November 7th 2012, 10:29 AMfraniosProve
A real sequence {g

_{n}} has a conxtant ratio r, that is, g_{n+1}/g_{n}=r for all n__>__0 if and only if g_{n}=g_{0}r^{n}for all n__>__0. - November 7th 2012, 10:43 AMPlatoRe: Prove
- November 7th 2012, 12:59 PMfraniosRe: Prove
How would I use induction?

- November 7th 2012, 01:06 PMPlatoRe: Prove