I've been working with the equation below for too long that I'm forgetting the simplest operation. So...

$\displaystyle \frac{z\theta_0^2}{-\theta^2+ 2i\theta\theta_0\phi+\theta_0^2}$

Can the equation above by split into:

$\displaystyle \frac{z\theta_0^2}{\theta_0^2} - \frac{z\theta_0^2}{\theta^2}+ \frac{z\theta_0^2}{2i\theta\theta_0\phi}$?