Consider an $8-$bit magnitude comparator that takes two inputs, A and B$.$ Through its three outputs GT$,$ LT$,$

and $EQ,$ this comparator determines whether $A$ is greater than, less than, or equal $B.$ Assume A and $B$ have

the following hexadecimal values: $A=80$ an $B=7F.$ Then:

A$.GT=1,LT=1,EQ=0$

B$.GT=1,LT=0,EQ=0$

C$.GT=1,LT=1,EQ=1$

D$.$ All answers are correct because GT $=1$ in all answers

E$.GT=1,LT=0,EQ=1$