Let $f$:$\{0,1\}P(Z)N$ be a function. Which of the following correctly gives an example of an element from its domain and an element

from its codomain?

$(1,\{-3,6\})$ is an element of the domain and $9$ is an element of the codomain.

$\{0,14\}$ is an element of the domain and $19$ is an element of the codomain.

$(4,\{0,1\})$ is an element of the domain and $110$ is an element of the codomain.

$\{0,8\}$ is an element of the domain and $(0,1)$ is an element of the codomain.

$(8,-7)$ is an element of the domain and $\{1,9,85\}$ is an element of the codomain.

$(-6,16)$ is an element of the domain and $\{\}$ is an element of the codomain.

$1$ is an element of the domain and $\{(3,12)\}$ is an element of the codomain.

$1$ is an element of the domain and $\{6,8\}$ is an element of the codomain.