Let $$:$(\{0,1\})\backslash$times P$()->$

be a function. Which of the following correctly gives an example of an element from its domain and an element from its codomain?

Question $1$Answer

$(\{1,2\},\{1\})$

is an element of the domain and $2$

is an element of the codomain.

$\{(0,0),(5,8)\}$

is an element of the domain and $\{0,1\}$

is an element of the codomain.

$(1,6)$

is an element of the domain and $11$

is an element of the codomain.

$(\{0\},\{12,87\})$

is an element of the domain and $40$

is an element of the codomain.

$\{0\}\backslash$times $\{23,24\}$

is an element of the domain and $190$

is an element of the codomain.

$\{(6,5),(3,2)\}$

is an element of the domain and $32$

is an element of the codomain.

$\{\}$

is an element of the domain and $\{\}$

is an element of the codomain.

$\{8\}$

is an element of the domain and $8$

is an element of the codomain.