Question

Question #00f85

Answer 1

If by exponential you mean they can be written in the form
`y=a^x` then yes.

Explanation:

Geometric sequences are categorised as such because their sequential terms differ by a common ratio.
eg. `2,4,8,16,32,64,128,...`

This is exactly the same at the exponential relationship;
`y=2^x`

Another way of thinking about this is by observing the interchangeability of the recursive and explicit definitions of geometric progressions.

eg. for a geometric progression with a starting term `a` and a common ratio `r` the recursive definition is;
`T_(n+1)=rxxT_n`
`T_1=a`
and the corresponding explicit definition is;
`T_n=axxr^(n-1)`

I hope this helps :)