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5) 120] Below is a Moore sequential circuit which monitors two inputs XIX2. When the two inputs X1X2 are 00, the output Z toggles at

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5) 120] Below is a Moore sequential circuit which monitors two inputs XIX2. When the two inputs X1X2 are 00, the output Z toggles at every clock. When the two inputs XIX2 are 11, the output Z toggles at every other clock. When the two inputs X1X2 are different, the output Z holds its state and would not changes until the inputs are equal again. The state diagram of the circuit is given below 5.a) |2] Fill in the next state table and the transition table using the indicated binary assignment below Present Next State Output 01,10 01,10 State XIX2 00 01 11 10Z A/O00 00B/O O1 Q2 00 00n XIX2- 00 01 1 10 Z 01,10 01,10 01 10 5.b) 12| Fill the next-state map for each of the two flip-flops, Q+ and Q2+ 5.c) 12 Fill the input excitation maps using two JK flip-flops, JlKI and J2K2. Sd) 121 write the JK nputs of the 2 flip-flops and Z output expressions in a minimized form. X1X2 QIQ2 0001 ?? 10 00 0 11 10 00 01 11 10 00 01 11 10 00 01 1 10 00 01 11 10 01 01 01 10 10 10 10 10 Q1+ JI Ki 02+ K2 J2- K2- 5) 120] Below is a Moore sequential circuit which monitors two inputs XIX2. When the two inputs X1X2 are 00, the output Z toggles at every clock. When the two inputs XIX2 are 11, the output Z toggles at every other clock. When the two inputs X1X2 are different, the output Z holds its state and would not changes until the inputs are equal again. The state diagram of the circuit is given below 5.a) |2] Fill in the next state table and the transition table using the indicated binary assignment below Present Next State Output 01,10 01,10 State XIX2 00 01 11 10Z A/O00 00B/O O1 Q2 00 00n XIX2- 00 01 1 10 Z 01,10 01,10 01 10 5.b) 12| Fill the next-state map for each of the two flip-flops, Q+ and Q2+ 5.c) 12 Fill the input excitation maps using two JK flip-flops, JlKI and J2K2. Sd) 121 write the JK nputs of the 2 flip-flops and Z output expressions in a minimized form. X1X2 QIQ2 0001 ?? 10 00 0 11 10 00 01 11 10 00 01 11 10 00 01 1 10 00 01 11 10 01 01 01 10 10 10 10 10 Q1+ JI Ki 02+ K2 J2- K2

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