Suppose we apply the function $f(vec(z))=vec(z)$ to vec$(z)=[3,-2i]$ where $=0\mathrm{.}4.$ What can we say about the resulting vector vec$(y)=f(vec(z))?$

The vector vec$(y)$ will be a translation to the right of vector vec$(z).$

The vector vec$(y)$ will point in the same direction as vec$(z)$ but it will be scaled in towards the origin.

The vector vec$(y)$ will be a translation up of the vector vec$(z).$

The vector vec$(y)$ will point in the same direction as vec$(z)$ but it will be scaled out away from the origin.