4. A state machine has one input x(t) and two-bit state (Q1(t), Q0(t)). The machine is described by the following state equations.
Q1(t + 1) = Q0(t) + x′(t) Q′1(t)
Q0(t + 1) = Q′1 (t) + x(t)Q0(t)
y(t) = Q1(t)Q0(t)
Use two JK flip-flops and a minimal two-level NAND network to implement the machine.
(i). Write the state excitation table and draw the state diagram.
The above table is what I have so far, Can someone please help guide me on the JK flip flop part of this excitation table?
Q1(t + 1) = Q0(t) + x′(t) Q′1(t)
Q0(t + 1) = Q′1 (t) + x(t)Q0(t)
y(t) = Q1(t)Q0(t)
Use two JK flip-flops and a minimal two-level NAND network to implement the machine.
(i). Write the state excitation table and draw the state diagram.
The above table is what I have so far, Can someone please help guide me on the JK flip flop part of this excitation table?