If $X\sim N(\mu_x,\sigma_x^2)$ and $Y\sim N(\mu_y,\sigma_y^2)$ what is $\text{Var}{(X/Y)}$

Question

If $X\sim N(\mu_x,\sigma_x^2)$ and $Y\sim N(\mu_y,\sigma_y^2)$ what is

$$\text{Var}{(X/Y)}$$

Such that $X$ and $Y$ are independent.