Design of a comparison logic circuit: We have two bit binary number A (A,A,) and two...

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Design of a comparison logic circuit: We have two bit binary number A (A,A,) and two bit binary number B (B,Bo) as inputs. One bit X, one bit Y and one bit Z as outputs. The working principle of the comparison circuit is as follows [35 Marks]: If A-B-2>0, then X = 1, otherwise X=0 If A-B-2-0, then Y = 1, otherwise Y = 0 If A-B-2<0, then Z = 1, otherwise Z=0 Using truth table and Karnaugh maps, find the simplified Boolean expressions of outputs X, Y and Z. Design of a comparison logic circuit: We have two bit binary number A (A,A,) and two bit binary number B (B,Bo) as inputs. One bit X, one bit Y and one bit Z as outputs. The working principle of the comparison circuit is as follows [35 Marks]: If A-B-2>0, then X = 1, otherwise X=0 If A-B-2-0, then Y = 1, otherwise Y = 0 If A-B-2<0, then Z = 1, otherwise Z=0 Using truth table and Karnaugh maps, find the simplified Boolean expressions of outputs X, Y and Z.