Question 3: Sequential Logic (8 points) Complete the truth table of the sequential logic circuit. It has two inputs A and B, and two outputs Q and Q (Q and its negated form). Mind that in this circuit Q and Q are not on the same side. Qt represents the value of output Q seen at current time. Qt+1 is the value of the output Q after the circuit has been given enough time to produce the output according to the inputs and current state. If Qt will be preserved (i.e., Qt+1=Qt ), put "Latch" in the table for the output Qt+1. If the input combination(s) is forbidden (e.g., can't generate a pair of negated outputs Q and Q, or runs into race condition), put "Forbidden" in the table. Question 3: Sequential Logic (8 points) Complete the truth table of the sequential logic circuit. It has two inputs A and B, and two outputs Q and Q (Q and its negated form). Mind that in this circuit Q and Q are not on the same side. Qt represents the value of output Q seen at current time. Qt+1 is the value of the output Q after the circuit has been given enough time to produce the output according to the inputs and current state. If Qt will be preserved (i.e., Qt+1=Qt ), put "Latch" in the table for the output Qt+1. If the input combination(s) is forbidden (e.g., can't generate a pair of negated outputs Q and Q, or runs into race condition), put "Forbidden" in the table