What is the time complexity of function $1,$ if the complexity of function$2($n$)$ is log$($n$)$

Time left $0$:$14$:$2$

Int function$1($n$)$

$\{$

function$2($n$)$;

int I $=$ n;

$1=1+$n;

function$2($n$)$;

$\}$

Oa$.$ O$($n$^2)$

b$.$ None of the Other Options

Oc$.$ O$($n$)$

Od$.$ O$((($log$($n$))^2)$

O e$.$ O$($log$($n$))$