epsilon $=1$

DO

IF $($epsilon$+11)$ EXIT

epsilon $=$ epsilon $\frac{?}{2}$

END DO

epsilon $=2$ epsilon

Identify the missing steps of the below MATLAB program based on the above pseudocode to determine the smallest number $x_{\text{m}\text{i}\text{n}}$

function $x$ min $=$ getmin

$x=1$;

While $(1)$

$x=\frac{x}{2}$;

End

Check All That Apply

If $x0,$ break, end

xmin $x$;

If $x+21,$ break, end

xmin$=x$;