Take your time with this question. Multiple correct answers demonstrating that logic expressions, in general, are not unique for a specific logic function.

Consider the following Boolean expression.

F

$($

X

$,$

Y

$,$

Z

$)$

$=$

$($

X

$+$

Y

$+$

Z

$)$

$$

$($

X

$$

$+$

Y

$)$

$$

$($

Y

$$

$+$

Z

$)$

F$($X$,$Y$,$Z$)=($X$+$Y$+$Z$)($

X

$+$Y$)($

Y

$+$Z$)$

Which of the following Boolean expressions is$/$are equivalent to

F

$$

F

$($complement of

F

F$)?$