Is there any way for maple to compute the nth degree taylor polynomial?
I tried using taylor(f(x),x=0,n) but that gave me an error. So then I tried taylor(f(x),x=0,infinity) but that just ended up giving me a memory error. Any help?

I'm trying to use maple to solve for the first 5 terms for a sequence, and each term is the term before it with some new value added to it, I'm trying to define this function correctly in maple and cannot find a way to do it. I need to have it in a form where it can solve for any term so I need to get it into a general form solvable for any value.


Basically the sequence I'm trying for maple to use correctly is this:

A_n= (sqrt(3)/4)+((sqrt(3)/4)(2/3)