What is the non$-$minimized Boolean expression for the following truth table?

A B C

$000$

$001$

$010$

$011$

$100$

$101$

$110$

$111$

F

$0$

$1$

$0$

$1$

$0$

$1$

$0$

$1$

F $=$ ABC' $+$ A'BC' $+$ A'BC $+$ A'B'C'

F $=($A$\text{'}+$B$\text{'}+$C$)($A$\text{'}+$B$+$C$)($A$+$B$\text{'}+$C$)($A$+$B$+$C$)$

F $=$ A'B'C $+$ A'BC $+$ AB'C $+$ ABC

F $=$ A'B'C' $+$ A'BC' $+$ A'BC $+$ ABC