If the inputs for the boolean expressions $,$ and $$ are respectively $0,0$ and $1,$ then which of the following give$($s$)$ output $1$ : $($i$)()o+(harrnot)$

$($ii$)(notdarrnot)()$

$($iii$)(o+)$not$(darr)$

$($iv$)$ not$(harr)o+()$

$($A$)($i$),($ii$)$ and $($iii$)$

$(B)(i),(iii)$ and $(iv)$

$($C$)($ii$),($iii$)$ and $($iv$)$

$(D)(i),(iii)$ and $(iv)$

A$.$ D

B$.C$

C$.B$

D$.$ A