A JK flip-flop is a type of bistable multivibrator that has two inputs: J and K, and one output: \( Q \). The next state of the JK flip-flop (\( Q_{n+1} \)) is determined by its current state (\( Q_n \)) and the values of J and K. The characteristic table for a JK flip-flop is as follows:
J
K
\( Q_{n+1} \)
0
0
\( Q_n \)
0
1
0
1
0
1
1
1
\( \overline{Q_n} \)
When both inputs J and K are equal to 1, the JK flip-flop toggles its state. This means that if the current state is \( Q_n \), the next state \( Q_{n+1} \) will be the complement of the current state, expressed as \( \overline{Q_n} \). Therefore, the correct option is \( \overline{Q_n} \).
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