- #1
ElDavidas
- 80
- 0
Hi again. Can somebody help me out with this question?
"[tex]\int_{C_1(0)} \frac {e^{z^n + z^{n-1}+...+ z + 1}} {e^{z^2}} \,dz[/tex]
Where [itex]C_r(p)[/itex] is a circle with centre p and radius r, traced anticlockwise."
I'd be guessing that you have to compare this integral with the Cauchy integral formula. I have no idea how to go about doing this though!
Thanks in advance.
"[tex]\int_{C_1(0)} \frac {e^{z^n + z^{n-1}+...+ z + 1}} {e^{z^2}} \,dz[/tex]
Where [itex]C_r(p)[/itex] is a circle with centre p and radius r, traced anticlockwise."
I'd be guessing that you have to compare this integral with the Cauchy integral formula. I have no idea how to go about doing this though!
Thanks in advance.
Last edited: