$2.(10$ pts$.)$ Consider a discrete$-$time LTI system with single zeroes at z $=2$ and z $=$

$-2$ and double poles at z $=2$j and z $=-2$j$.($Both are double poles.$)$ Determine

$|$H$($ej$0)(|)/(|)$H$($ej$(\backslash$pi $)/(2))|$ and $|$H$($ej$\backslash$pi $)(|)/(|)$H$($ej$(\backslash$pi $)/(2))|.$ Also classify the system as low$-$pass, high$-$

pass, bandpass, or bandstop