I need a small bit of help finding the laurent series of
(e^Z)/(Z-Z^2) that converge for 0 < |Z| < R. I also need to find R.
i took z out of the bottom line leaving me with (1/z)(e^z/1-z). As far as i know i should only be interested in the case of z=1 as it's the first non-analytic point after z = 0. Correct?.
Im kinda lost on how to continue this problem.. should i be using the maclaurin series somewhere?