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

codomain?

$(0,1)$ is an element of the domain and $15$ is an element of the codomain.

$\{5,25\}$ is an element of the domain and $14$ is an element of the codomain.

$(\{1,7,9\},\{6,7\})$ is an element of the domain and $19$ is an element of the codomain.

$\{(0,4),(6,3)\}$ is an element of the domain and $10$ is an element of the codomain.

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

$(\{1,5\},\{8\})$ is an element of the domain and $\{3,7\}$ is an element of the codomain.

$\{8\}$ is an element of the domain and $9$ is an element of the codomain.

$\{(0,3),(1,22)\}$ is an element of the domain and $12$ is an element of the codomain.